15倍数的特征有哪些？

下列为各数的倍数特征。1：任何不为0的整数都是1的倍数。2：个位是0、2、4、6、8中的一个。3：各数位之和是3的倍数。4：十位与个位组成的两位数是4的倍数。5：个位是0或5。6：既是2的倍数，又是3的倍数。7：把个位数截去得到一个新数，再减去个位数的2倍，如果差是7的倍数，则原来的数是7的倍数。8：百位、十位、个位数组成的三位数是8的倍数。9：各数位之和是9的倍数。10：个位是0。11：奇数数位上的数之和与偶数数位上的数之和的差等于11或0。12：既是3的倍数，又是4的倍数。

解析： (1) 一个数的因数特点：一个数的因数的个数是有限的，其中最小的因数是 1 ，最大的因数是它本身； (2) 一个数的倍数特点：一个数的倍数的个数是无限的，最小的倍数是它本身，没有最大的倍数．

一个数乘以11，规律是两边一拉，中间相加，一个数符合这个规律，就是11的倍数。

偶数，且是3的倍数

1、15的倍数特征：尾数不是五就是零。 2、所以15的倍数特征：1、个位上是0或5；2、各个数位上的数字之和是3的倍数。如，75、90、60、45、15、105、135都是15的倍数。 3、一个整数能够被另一个整数整除，这个整数就是另一整数的倍数。同样的，一个数除以另一数所得的商。如a/b=c，就是说，a是b的倍数。一个数的倍数有无数个，也就是说一个数的倍数的集合为无限集。需要注意的是，不能把一个数单独叫做倍数，只能说一个数是另一个数的倍数。

11倍数的特征是奇数位数之和与偶数位数之和的差能被11整除。亲，给个采纳吧

7的倍数特征为前面的数减最后一位数的两倍,看结果是不是7的倍数,如判断112,用前两位11减去最后一位2的两倍,即11-2*2=7,推得112为7的倍数。9的倍数特征为各个位数字和是9的倍数，比如144，各个位数字和为1+4+4=9，所以144是9的倍数。11的倍数特征为奇数位数字之和与偶数位数字之和的差是11的倍数。比如1210，奇数位数字和为2+0=2，偶数位数字和为1+1=2，两个数做差为2-2=0，是11的倍数，所以1210是11的倍数。拓展资料：倍数定义一个整数能够被另一个整数整除，那么这个整数就是另一整数的倍数。倍数公倍数定义：两个或多个整数公有的倍数叫做它们的公倍数。两个或多个整数的公倍数里最小的那一个叫做它们的最小公倍数。参考资料：搜狗百科倍数

特征是能被4整除，有8 12 16 20等等

125倍数5 25 12536倍数6 3675倍数5 15 758倍数2 4 8 　对于整数m，能被n整除（m/n）,那么m就是n的倍数。相对来说，称n为m的因数。如15能够被3或5整除，因此15是3的倍数，也是5的倍数。 2的倍数的特征　　一个数的末尾是偶数（0 2 4 6 8），这个数就是2的倍数。 　　如3776。3776的末尾为6，是2的倍数。3776除以2=18883的倍数的特征　　一个数的各位数之和是3的倍数，这个数就是3的倍数。　4926。（4+9+2+6）除以3=7，是3的倍数。4926除以3=16424的倍数的特征　　一个数的末两位是4的倍数，这个数就是4的倍数。 　　2356。56除以4=14，是4的倍数。2356除以4=5895的倍数的特征　　一个数的末尾是0 5，这个数就是5的倍数。 　　7775。7775的末尾为5，是5的倍数。7775除以5=15556的倍数的特征6的倍数特征　　一个数只要能同时被2和3整除，那么这个数就能被6整除。7的倍数特征　　若一个整数的个位数字截去，再从余下的数中，减去个位数的2倍，如果差是7的倍数，则原数能被7整除。如果差太大或心算不易看出是否7的倍数，就需要继续上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。例如，判断133是否7的倍数的过程如下：13－3×2=7，所以133是7的倍数；又例如判断6139是否7的倍数的过程如下：613－9×2=595 ， 59－5×2=49，所以6139是7的倍数，余类推。8的倍数的特征　　一个数的末三位是8的倍数，这个数就是8的倍数。 　　7256。256除以8=32，是8的倍数。7256除以8=9079的倍数特征　　若一个整数的数字和能被9整除，则这个整数能被9整除。10的倍数特征　　若一个整数的末位是0，则这个数能被10整除。11的倍数特征　　(1)若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。11的倍数检验法也可用上述检查7的「割尾法」处理！过程唯一不同的是：倍数不是2而是1！ 　　(2)将一个数从个位开始两两分隔，若所有分隔开的数和为11的倍数，则这个数为11的倍数（如32571，分隔成3 25 71，3+25+71=99，99为11倍数，所以32571是11的倍数）12的倍数特征　　若一个整数能被3和4整除，则这个数能被12整除。13的倍数特征　　若一个整数的个位数字截去，再从余下的数中，加上个位数的4倍，如果和是13的倍数，则原数能被13整除。如果差太大或心算不易看出是否13的倍数，就需要继续上述「截尾、倍大、相加、验差」的过程，直到能清楚判断为止。17的倍数特征　　若一个整数的个位数字截去，再从余下的数中，减去个位数的5倍，如果差是17的倍数，则原数能被17整除。如果差太大或心算不易看出是否17的倍数，就需要继续上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。19的倍数特征　　若一个整数的末三位与7倍的前面的隔出数的差能被19整除，则这个数能被19整除。 　　若一个整数的个位数字截去，再从余下的数中，加上个位数的2倍，如果和是19的倍数，则原数能被19整除。如果差太大或心算不易看出是否19的倍数，就需要继续上述「截尾、倍大、相加、验差」的过程，直到能清楚判断为止。23的倍数特征　　若一个整数的末四位与前面5倍的隔出数的差能被23(或29)整除，则这个数能被23整除

6的倍数特征有：一是都是偶数，二是将各个数位上的数相加，其和必定是6的倍数，9的倍数，12的倍数，15的倍数。①一个整数能够被另一整数整除，这个整数就是另一整数的倍数。如15能够被3或5整除，因此15是3的倍数，也是5的倍数。②一个数除以另一数所得的商。如a÷b＝c，就是说a是b的c倍，a是b的倍数。 一个数能整除它的积，那么，这个数就是因数，它的积就是倍数。 3 × 5 = 15 ↑ ↑ ↑ 因数1 因数2 倍数 例如：A÷B=C，就可以说A是B的C倍。③一个数的倍数有无数个,也就是说一个数的倍数的集合为无限集. 注意：不能把一个数单独叫做倍数，只能说谁是谁的倍数。扩展资料：任意两个奇数的平方差是8的倍数证明：设任意奇数2n+1,2m+1,(m,n∈N)（2m+1)2-(2n+1)2=(2m+1+2n+1)*(2m-2n)=4(m+n+1)(m-n)当m,n都是奇数或都是偶数时，m-n是偶数，被2整除当m,n一奇一偶时，m+n+1是偶数，被2整除所以(m+n+1)(m-n)是2的倍数则4(m+n+1)(m-n)一定是8的倍数（注：0可以被2整除，所以0是一个偶数，0也可以被8整除，所以0是8的倍数。）

奇位上的数字和与偶位上的数字和的差是11的倍数

可以整除8，余数为0

如果一个整数的末三位数与末三位以前的数字所组成的数之差能被13整除,则原整数是13的倍数 例子：比如383357,383-357=26=13×2,所以383357能被13整除

因数：一个数能够整除另一数，这个数就是另一数的因数.例如：2,3,4,6都能整除12，因此2,3,4,6都是12的因数.（注意：1,12不是12的因数！）因数又称为约数.倍数：一个数能够被另一数整除，这个数就是另一数的倍数.例如：15能够被3或5整除，因此15是3的倍数，也是5的倍数.（注意：1,15不是15的倍数！） 综上所述：因数与倍数的个数相同！

都比13大

因为30=2×5×3，所以30的倍数既要符合2、5的倍数特征，又要具有3的倍数特征。即30的倍数特征是：个位上是0，且各个数位上的数字之和是3的倍数。

2的倍数的特征：个位上是0、2、4、6、8的数。 5的倍数的特征：个位是0或5的数。 一个数除以另一数所得的商。如a÷b=c，就是说，a是b的倍数。例如：A÷B=C，就可以说A是B的C倍。倍数的特征：一个整数能够被另一个整数整除，这个整数就是另一整数的倍数。如15能够被3或5整除，因此15是3的倍数，也是5的倍数。一个数的倍数有无数个，也就是说一个数的倍数的集合为无限集。不能把一个数单独叫做倍数，只能说谁是谁的倍数。倍数的求法：一个数除以另一数所得的商。如a÷b=c，就是说，a是b的倍数。例如：A÷B=C，就可以说A是B的C倍。个位数字是0，2，4，6，8的数一定是2的倍数，个位数是0或5的数一定是5的倍数；各个数位上的数的和是3的倍数；个位上是0。

一个数只要能被2和3整除的数，那么那个数就一定能被6整除。

7的倍数特征：若一个整数的个位数字截去，再从余下的数中，减去个位数的2倍，如果差是7的倍数，则原数能被7整除。如果差太大或心算不易看出是否7的倍数，就上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。9的倍数特征：若一个整数的数字和能被9整除，则这个整数能被9整除。11的倍数特征：⑴若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。如264、3080和95949392、2+4-6=11×0，3+8-0-0=11×1，9×4-(5+4+3+2)=11×2，264、308和95949392都能被11整除。11的倍数检验法也可用上述检查7的「割尾法」处理。过程唯一不同的是：倍数不是2而是1。⑵将一个数从个位开始两两分隔，若所有分隔开的数和为11的倍数，则这个数为11的倍数(如32571，分隔成3 25 71，3+25+71=99，99为11倍数，所以32571是11的倍数)13的倍数特征：若一个整数的个位数字截去，再从余下的数中，加上个位数的4倍，如果和是13的倍数，则原数能被13整除。如果差太大或心算不易看出是否13的倍数，就需要上述「截尾、倍大、相加、验差」的过程，直到能清楚判断为止。

5的倍数的特征是都是个位为0或者5的数。一个整数能够被另外一个整数整除，则这个整数就是另一个整数的倍数，即一个数和一整数的乘积就是倍数。倍数的介绍一个整数能够被另一个整数整除，这个整数就是另一整数的倍数。如15能够被3或5整除，因此15是3的倍数，也是5的倍数。一个数除以另一数所得的商。如a÷b=c，就是说，a是b的倍数。例如：A÷B=C，就可以说A是B的C倍。一个数的末尾是偶数（0，2，4，6，8），这个数就是2的倍数。一个数的各位数之和是3的倍数，这个数就是3的倍数。一个数的末两位是4的倍数，这个数就是4的倍数。一个数的末尾是0或5，这个数就是5的倍数。一个数的末三位是8的倍数，这个数就是8的倍数。若一个整数的数字和能被9整除，则这个整数能被9整除。若一个整数的末位是0，则这个数能被10整除。若一个整数的个位数字截去，再从余下的数中，减去个位数的5倍，如果差是17的倍数，则原数能被17整除。

。。。や无人能及打火机やwww.预备

六的倍数的和相加，只要是偶数他也是二的倍数所以我说不全都是三的倍数他也是二的倍数

都整除17

也就是都是里面有7的因数，就是7乘以1，或者7乘以2等

判断一个数是质数还是合数，常用的方法是：除了1和它本身之外，再找到一个其他的因数，那么这个数就是合数。这里就用到了2、3、5、7、11、13等数倍数的特征。2的倍数特征:2的若一个整数的末位是0、2、4、6或8，则这个数能被2整除。3的倍数特征:若一个整数的数字和能被3整除，则这个整数能被3整除。5的倍数特征:若一个整数的末位是0或5，则这个数能被5整除。7的倍数特征：若一个整数的个位数字截去，再从余下的数中，减去个位数的2倍，如果差是7的倍数，则原数能被7整除。如果差太大或心算不易看出是否7的倍数，就需要继续上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。例如，判断133是否7的倍数的过程如下：13－3×2＝7，所以133是7的倍数；又例如判断6139是否7的倍数的过程如下：613－9×2＝595 ， 59－5×2＝49，所以6139是7的倍数。11的倍数特征：若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。11的倍数检验法也可用上述检查7的「割尾法」处理！过程唯一不同的是：倍数不是2而是1。13的倍数特征：若一个整数的个位数字截去，再从余下的数中，加上个位数的4倍，如果和是13的倍数，则原数能被13整除。如果和太大或心算不易看出是否13的倍数，就需要继续上述「截尾、倍大、相加、验和」的过程，直到能清楚判断为止。

11倍数的特征（1）若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。如264、3080和95949392、2+4-6=11×0，3+8-0-0=11×1，9×4-(5+4+3+2)=11×2，264、308和95949392都能被11整除。（2）将一个数从个位开始两两分隔，若所有分隔开的数和为11的倍数，则这个数为11的倍数。如32571，分隔成3 25 71，3+25+71=99，99为11倍数，所以32571是11的倍数。扩展资料一个整数能够被另一个整数整除，这个整数就是另一整数的倍数。如15能够被3或5整除，因此15是3的倍数，也是5的倍数。一个数除以另一数所得的商。如a÷b=c，就是说，a是b的倍数。例如：A÷B=C，就可以说A是B的C倍。一个数的倍数有无数个，也就是说一个数的倍数的集合为无限集。 注意：不能把一个数单独叫做倍数，只能说谁是谁的倍数。

8的倍数的特征：全为偶数，能被8整除的数的特征是最后三位都能被8整除。一个数的后三位数是8的倍数。一个整数的末尾三位数能被8整除，则这个数能被8整除。7和8的倍数分别能被7和8整除；7的倍数为奇偶交错，8的倍数全为偶数；若一个整数的未尾三位数能被8整除，则这个数能被8整除。其他数位的特征：一个数的后三位数是125的倍数,这个数就是125的倍数。4的倍数的特征： （1）十位数是奇数且个位数为不是四的倍数的偶数或十位数是偶数且个位数是四的倍数。 （2）若一个整数的末尾两位数能被4整除，则这个数能被4整除,即是4的倍数 。  6的倍数的特征：各个数位上的数字之和可以被3整除的偶数。

是根据乘法正准备1118181818181818181818181881188181818181818181818181881181881818118818181818181818181818818181

8乘任何数都是。如：8、16、24、32、40、48、56、64。

一个数的因数：两个自然数相乘等于这个数,都是它的因数.写的时候从小到大的顺序. 一个数的倍数：用这个数乘1、2、3、等等都是它的倍数.

11的倍数特征：若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。简介：11的倍数⑴若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。如264、3080和95949392、2+4-6=11×0，3+8-0-0=11×1，9×4-(5+4+3+2)=11×2，264、308和95949392都能被11整除。11的倍数检验法也可用上述检查7的「割尾法」处理。过程唯一不同的是：倍数不是2而是1。⑵将一个数从个位开始两两分隔，若所有分隔开的数和为11的倍数，则这个数为11的倍数(如32571，分隔成3 25 71，3+25+71=99，99为11倍数，所以32571是11的倍数)

能被125整除的数，就是125的倍数~

125的倍数特征是：能够把125整除。125的倍数有：125、250、375、500等等。125x1=125125x2=250125x3=375125x4=500所以125的倍数有125、250、375、500等等。倍数的性质：若一个整数的个位数字截去，再从余下的数中，减去个位数的2倍，如果差是7的倍数，则原数能被7整除。如果差太大或心算不易看出是否7的倍数，就上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。例如，判断133是否7的倍数的过程如下：13-3×2=7，所以133是7的倍数；又例如判断6139是否7的倍数的过程如下：613-9×2=595 ， 59-5×2=49，所以6139是7的倍数，余类推。

一个数的末两位,能被4整除,这个数就能被4整除

若一个整数的个位数字截去，再从余下的数中，减去个位数的2倍，如果差是7的倍数，则原数能被7整除。如果差太大或心算不易看出是否7的倍数，就需要继续上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。例如，判断133是否7的倍数的过程如下：13－3×2＝7，所以133是7的倍数；又例如判断6139是否7的倍数的过程如下：613－9×2＝595，59－5×2＝49，所以6139是7的倍数，余类推。若一个整数的个位数字截去，再从余下的数中，加上个位数的4倍，如果差是13的倍数，则原数能被13整除。如果差太大或心算不易看出是否13的倍数，就需要继续上述「截尾、倍大、相加、验差」的过程，直到能清楚判断为止。下面的你参考（1）1与0的特性：1是任何整数的约数，即对于任何整数a，总有1|a.0是任何非零整数的倍数，a≠0,a为整数，则a|0.（2）若一个整数的末位是0、2、4、6或8，则这个数能被2整除。（3）若一个整数的数字和能被3整除，则这个整数能被3整除。(4)若一个整数的末尾两位数能被4整除，则这个数能被4整除。（5）若一个整数的末位是0或5，则这个数能被5整除。（6）若一个整数能被2和3整除，则这个数能被6整除。（7）若一个整数的个位数字截去，再从余下的数中，减去个位数的2倍，如果差是7的倍数，则原数能被7整除。如果差太大或心算不易看出是否7的倍数，就需要继续上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。例如，判断133是否7的倍数的过程如下：13－3×2＝7，所以133是7的倍数；又例如判断6139是否7的倍数的过程如下：613－9×2＝595，59－5×2＝49，所以6139是7的倍数，余类推。（8）若一个整数的未尾三位数能被8整除，则这个数能被8整除。（9）若一个整数的数字和能被9整除，则这个整数能被9整除。（10）若一个整数的末位是0，则这个数能被10整除。（11）若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。11的倍数检验法也可用上述检查7的「割尾法」处理！过程唯一不同的是：倍数不是2而是1！（12）若一个整数能被3和4整除，则这个数能被12整除。（13）若一个整数的个位数字截去，再从余下的数中，加上个位数的4倍，如果差是13的倍数，则原数能被13整除。如果差太大或心算不易看出是否13的倍数，就需要继续上述「截尾、倍大、相加、验差」的过程，直到能清楚判断为止。（14）若一个整数的个位数字截去，再从余下的数中，减去个位数的5倍，如果差是17的倍数，则原数能被17整除。如果差太大或心算不易看出是否17的倍数，就需要继续上述「截尾、倍大、相减、验差」的过程，直到能清楚判断为止。（15）若一个整数的个位数字截去，再从余下的数中，加上个位数的2倍，如果差是19的倍数，则原数能被19整除。如果差太大或心算不易看出是否19的倍数，就需要继续上述「截尾、倍大、相加、验差」的过程，直到能清楚判断为止。（16）若一个整数的末三位与3倍的前面的隔出数的差能被17整除，则这个数能被17整除。（17）若一个整数的末三位与7倍的前面的隔出数的差能被19整除，则这个数能被19整除。（18）若一个整数的末四位与前面5倍的隔出数的差能被23(或29)整除，则这个数能被23整除

(1)若一个整数的奇位数字之和与偶位数字之和的差能被11整除，则这个数能被11整除。如264、3080和95949392、2+4-6=11×0，3+8-0-0=11×19×4-(5+4+3+2)=11×2，264、308和95949392都能被11整除。(2)将一个数从个位开始两两分隔，若所有分隔开的数和为11的倍数，则这个数为11的倍数(如32571，分隔成3 2571，3+25+71=99，99为11倍数,所以32571是11的倍数)。

特征如下：1、组成倍数的几个数字之和是9的整数倍数2、倍数中至少有一个数字必须是9比如198，495，990，1089等

11倍数的特征：一个自然数从个位开始，奇数位上的数字之和与偶数位上的数字之和的差（大数减小数）是11的倍数。这个数就是11的倍数。倍数特征：一个整数能够被另一个整数整除，这个整数就是另一整数的倍数。如15能够被3或5整除，因此15是3的倍数，也是5的倍数。一个数除以另一数所得的商。如a÷b=c，就是说，a是b的倍数。

音量拼音: yin liang 音量解释: 声音的大小。一般收音机和扩音机都装有音量调节旋钮。 音量造句: 1、无线电音量开得很大。 2、请调节一下电视机的音量。 3、管风琴发出的音量比小提琴或笛子都大。 4、您可以同时调节各处的音量，也可以一个一个房间分别调节。 5、上下方向滑动调整音量。 6、这是场以音量和音阶而不是技巧或细节制胜的表演。 7、把音量调低，在这样的夜晚，就只听那些安静且温和的音乐。 8、道理就像如果你听的歌曲每一部分都是同样的音量，那不叫音乐，而是噪声。 9、在办公室要注意控制你的音量。 10、他认为司机们应该意识到音乐对他们的影响，并建议他们要么选择节奏较慢的音乐，要么把音量调低以使注意力不那么分散。 11、这将清除仍在处理的所有剩余通知，即使它们已经减弱为听不见的音量级别。 12、如果在最大音量的水平，那么你每天最多只能听5分钟。 13、还要注意用足够高的音量说出，以气势压制别人，让别人不敢打断你。 14、当前，感应回路系统和助听器可以用来提高周围声音的音量，但不能瞄准目标并有效地放大特定的声音。 15、打电话的时候，请把说话音量保持在一个正常的水平。 16、如果还有兴趣，请尝试根据附加数据修改音量参数。 17、最重要的是，你可以远程遥控所有媒体的音量和重放。 18、不论我走到哪儿，都能听到各种各样嘈杂的声音，而且所有的声音都是高音量。 19、对于听力损伤的次要角色，您会确保为声音输出提供音量调节功能，为视频剪辑提供字幕，等等。 20、例如，如果信息包的数目保持不变，但中断次数不断增加，则需要增加网络通知的音量以强调对这方面的注意力。 21、举例而言，当你提高音量的时候会触发一个可爱的声音和机身的震动，就像真正的收音机一样。 22、当然，不论音乐多么美妙，音量也要在一个合适的水平。

有具体的吗？出来哇金库具体菊正宗

生活中的声音。校园里朗朗的读书声，便成机趣，悦耳的歌声，便增添活力，亲人的一丝安慰，鼓励声，便使我们敞开心屝。　关于描写声音的 成语 有哪些是可以摘抄的 句子 呢?这里给大家分享一些关于描写声音的成语，供大家参考。 描写声音的成语 历历在耳 形容听到的某种声音清清楚楚地盘旋在耳边 聆音察理 听到声音就能明察事理。指善于分析 鼻息如雷 鼻息：鼾声。打呼噜的声音就象打雷一样响。形容熟睡时鼾声大作。 不绝如缕 绝：断;缕：细线。多形容局面危急或声音、气息等低沉微弱、时断时续。 不绝于耳 绝：断。声音在耳边不断鸣响。 不露声色 声：说话的声音;色：脸上的表情。心里的打算不在说话和脸色上显露出来。 不平则鸣 鸣：发出声音，指有所抒发或表示。指受到委曲和压迫就要发出不满和反抗的呼声。 穿云裂石 穿破云天，震裂石头。形容声音高亢嘹亮。 咄咄怪事 表示吃惊的声音。形容不合常理，难以理解的怪事。 咄嗟叱咤 咄嗟、叱咤：发怒时大声呵叱、吆喝。形容发怒时大声喊叫的声音。 耳听八方 耳朵同时察听 各方面来的声音。形容人很机警。 不绝如缕的 造句 1.余音袅袅，不绝如缕。余音绕梁三日犹未尽。 2.许多古老的民间艺术，代代有传人，不绝如缕。 3.音乐会上,演员们的歌声不绝如缕。 4.不绝如缕的音乐从窗外传进来，倾耳细听，原来是月光曲。 5.正是由于俗赋自身的不绝如缕，故南北朝以后，俗赋仍继续发展。 6.此后的二十多年，强调农业重要性的言论可谓不绝如缕俯拾即是，及至今日强调到了言尽其辞无以复加的程度，似乎与古代的重农言论也已相差不远。 7.在其后的 文化 史上，我们看到，这种佯愚形成了一个不绝如缕的诙谐传统，在人们的日常谈笑中，一个个愚人与佯愚智者的 故事 代代相传。 8.新年好!对你的思念象袅袅的轻烟不绝如缕，对你的祝福是潺潺的小溪伴随一生一世。 9.由于在知识分子中还有不绝如缕的乱世“右武”思想与主张及其勇武精神，才使近代中国免于列强瓜分。 10.流入不绝如缕，却少了相应的流出。 11.这一条线索力抗时潮，真可谓不绝如缕，那知现在却成为大陆与海外共同承认的显学，确实是不可思议。如今第二代的新儒家也已凋谢，应该是一个适当的重新加以检讨的时刻了。 12.音乐会上，演员的歌声不绝如缕。 13.而今偷渡赴港仍不绝如缕，可是放眼欧盟各国，相互间出入如履平地，我们连个深圳也用铁网团团围住，莫说香港了。 14.尽管近代农村人口流动现象十分普遍，而且流人城市者不绝如缕，但究竟会在多大程度上改变传统人口的城乡结构呢? 15.箫音似水，如怨如慕，如泣如诉，余音绕梁，不绝如缕，夺人心魂，摄人心魄。 不绝于耳的 造句 1.当对爱情的赞美之词不绝于耳的时候，不知道你的看法怎样，反正我是不胜其烦的了。 2.余音绕梁，不绝于耳，唱响于我们心中。 3.在中国，尽管对社会道德显著滑坡的呐喊声不绝于耳，大多数人却不愿意东施效颦模仿法国。 4.庆祝会上开香槟酒瓶塞的砰砰声不绝于耳. 5.讨价还价声经年不绝于耳，俄语、吉尔吉斯语、乌孜别克语、塔吉克语和 其它 语言此起彼伏。 6.文人汇聚,雅言不绝于耳,我真是三生有幸. 7.刘嘉玲和梁朝伟大婚后,关于其怀孕的消息不绝于耳. 8.呼啸怒号不绝于耳，狂风与险浪、惊雷浑然一体，难分难辨。 9.咔嚓之声不绝于耳,孔非毛孔中溢出的血珠变成了乌红。 10.木青山这才回过神来,意识到身后的枪弹声与虫翅声不绝于耳,连忙一把抱起已经浑身发软的应巧儿,大步流星的朝着白先生开出来的草径狂奔而去。 11.碎裂声不绝于耳,许扬一双拳头如暴风疾雨,在一堆中阶顶尖法器中纵横穿梭,每一击必有一件法器碎裂,即使是中阶顶尖的防御性法器也一样。 12.强大的撞击声不绝于耳地传来,船身的木头在水下发出沉闷的声音,刘震撼和海伦看到那十几个熊猫水手已经举起了巨大的渔叉,对准了水面,不停地喝骂着。 13.嵃木此时市井无赖打架般乱拳挥出,筋断骨折之声立时不绝于耳。 14.大道的尽头,牛鸣声不绝于耳,不多时,大地在震颤,很远便能看到烟尘弥漫,直冲九天。 15.穿云裂石!穿云裂石!杀,杀,杀!惨叫声不绝于耳。 表示声音的四字成语及造句相关 文章 ： ★ 形容声音的四字词语造句|字词解析 ★ 模仿声音的四字词语和造句 ★ 形容声音响亮的四字词语造句|字词解析 ★ 表示声音的词语造句|字词解析 ★ 表示心情的四字成语造句|成语解析 ★ 表示赚钱多的四字成语造句|字词解析 ★ 描写混乱的四字成语造句|成语解析 ★ 四字成语解释造句出处 ★ 表示静的四字成语造句|成语解析 ★ 描写人安静的四字成语造句|成语解析

1) 不同观点列举型( 选择型 )　　There is a widespread concern over the issue that __作文题目_____. But it is well known that the opinion concerning this hot topic varies from person to person. A majority of people think that _ 观点一________. In their views there are 2 factors contributing to this attitude as follows: in the first place, ___原因一_______.Furthermore, in the second place, ___原因二_____. So it goes without saying that ___观点一_____.　　People,　however,　differ　in　their　opinions　on　this　matter.　Some　 people　hold the idea that ___观点二_______. In their point of view, on the one hand， ___原因一_______. On the other hand, ____原因二_____. Therefore, there　is no　doubt　that ___观点二______.　　As far as I am concerned, I　firmly　support　the　view　that __观点一或二______.　It　is not only because ________, but also because _________. The more _______, the more ________.　　(2)利弊型的议论文　　Nowadays, there is a widespread concern over (the issue that)___作文题目______. In fact, there are both advantages and disadvantages in __题目议题_____. Generally speaking, it is widely believed there are several positive aspects as follows. Firstly, ___优点一______. And secondly ___优点二_____.　　Just As a popular saying goes, "every coin has two sides", __讨论议题______ is no exception, and in another word, it still has negative aspects. To begin with, ___缺点一______. In addition, ____缺点二______.　　To sum up, we should try to bring the advantages of __讨论议题____ into full play, and reduce the disadvantages to the minimum at the same time. In that case, we will definitely make a better use of the ____讨论议题___.　　( 3 ) 答题性议论文　　Currently, there is a widespread concern over (the issue that)__作文题目_______ .It is really an important concern to every one of us. As a result, we must spare no efforts to take some measures to solve this problem.　　As we know that there are many steps which can be taken to undo this problem. First of all, __途径一______. In addition, another way contributing to success of the solving problem is ___途径二_____.　　Above all, to solve the problem of ___作文题目______, we should find a number of various ways. But as far as I am concerned, I would prefer to solve the problem in this way, that is to say, ____方法_____.　　( 4 ) 谚语警句性议论文　　It is well know to us that the proverb: " ___谚语_______" has a profound significance and value not only in our job but also in our study. It means ____谚语的含义_______. The saying can be illustrated through a series of examples as follows. ( also theoretically )　　A case in point is ___例子一______. Therefore, it is goes without saying that it is of great of importance to practice the proverb ____谚语_____.　　With the rapid development of science and technology in China, an increasing number of people come to realize that it is also of practical use to stick to the saying: ____谚语_____. The more we are aware of the significance of this famous saying, the more benefits we will get in our daily study and job.

声，是汉语词汇，汉语拼音为shēng，指的是物体振动时所产生的能引起听觉的波；亦指说出来让人知道的事等等。声，也可以意为音乐歌舞。《说文》曰：“声，音也。”《礼记·乐记》：“感于物而动，故形于声。”

　　我们喜欢音乐，音乐是有灵魂的。肯定会有最爱的歌手。下面是我为你整理的我最爱的歌手高中英语作文，希望对你有帮助! 　　我最爱的歌手高中英语作文篇1 　　Mr Wang, born on June 29, 1971, Chinese famous musicians, one of the representative figure of China"s new rock and roll. BaoGu street number 43 band, have been receiving professional music education. Mr Wang himself has stronger songs creation ability, known as the "music" of a person. Repeatedly won the domestic each big music awards ceremony of the best male singer, best producer award. Announced on September 13, 2013, such as a divorce from his second wife, kang, and zhang ziyi was romance, November 9, love conversation in the concert. 　　Former supervisor "Chinese good voice" 2013, 2014, and led the Zhang Hengyuan and parr, won the runner-up 　　我最爱的歌手高中英语作文篇2 　　Zhangjie is my favoriter singer.His English name is JASON.He was born on December twentieth ,1982 in Sichuan.When he was a student,most of his clas *** ates liked listening his songs and watching his dance.He realized that he had a gift for singing.And what is the most important is that he likes singing all the time. 　　He firstly appeared on stage when he was still a college student at the age of 21.At that time he took part in "My style ,My show".He was No1 in the end,but his life did not changed so much because of it . 　　He dreams of buying a large and fortable house for his parents.So he took part in the"Super Boy" with enormous pressure.But after that,more and more people know him,I also became his fan.He has had four records so far,soon he will have a new record.Last year ,he finally bought a house for his parents. 　　The reason why I admire him so much is that :He sings very well,with a very unique voice and handsome as well as sunny simle.He is the most outstanding singer in my heart.He has many nice qualities.He is a perfect man. 　　I will support Jason forever! 　　我最爱的歌手高中英语作文篇3 　　She is such an ideal singer! 　　She is a girl with a lot of talent. She is a girl but she has individuality like a boy. On the stage, she sings and dances so well. She is so happy and she makes us excited… Can you guess who she is? Yes, she is Li Yuchun, the winner of “Super Girl 2005.” 　　She is a student of Sichuan Music College in Grade 3. She is twenty-one this year. She is 1.74 metres tall. Now she is very popular in China and even in the world. I know she worked hard in the past, and has succeeded today. I"ll learn from her and try my best to achieve my dream. 　　I like her because she is so cool and lovely. I love her because she makes me feel happy. I enjoy her because she is independent and she has the individuality of herself. 　　Li Yuchun, I"ll cheer for you forever! 　　我最爱的歌手高中英语作文篇4 　　Everyone has their own hobby, and I am no exception. My extracurricular hobby is singing. 　　One time, there was a singing petition in the city. The day before the game, I was listening to the tape of the song I was going to sing, and I was thinking: I must be in the league. In the future, also to sing more beautiful songs like yan weiwen. 　　On the day of the game, my heart was in my throat. My heart was pounding and I was afraid I"d be surprised if I didn"t rank. 　　The time is one minute past, the player in front of me is already over, and is a better than one, I worry that I can"t pare them. It was my turn to play, I faced the judges, I was nervous, my hands were all sweaty, I had never been so nervous. 　　Suddenly, I thought of what my mother said to me: "son, don"t be nervous, you can only sing good songs if you relax. It doesn"t matter if you don"t get the place. You just try your best." So I tried to calm down. At first, I was nervous. There were several high notes 　　I didn"t sing well, and gradually I got used to the surroundings and began to sing boldly. 　　The judges had a *** ile on their faces and I finished the song successfully. After a few days, I won the second prize, and I was so happy that I got the second prize! 　　Singing is my extracurricular hobby and is an indispensable part of my life. It gives me pleasure, joy, I love singing. 　　我最爱的歌手高中英语作文篇5 　　If anyone can get a singing award, then remend my good friend, fan yalin, who can be a singer. 　　Remember once, on the music class music, the teacher please e up, her voice was the largest, after the singing, the teacher told her to e up separately for us again to sing it again, in the second time I sing, her singing let"s a wonderful world. At the next class, the teacher will give a reward to a clas *** ate, the whole class loudly say: "fan ya Lin". She was embarrassed to take the prize. 　　Another morning, there was a beautiful voice in class, it was fan yilin in singing singing, how her singing was so moving! I think Arlene"s song is the most beautiful child voice in the world! I would have remended her if I were to find a singer in the class, because she deserves it! 　　我最爱的歌手高中英语作文篇6 　　I like singing best. What"s good about singing? I don"t know. 　　Some say I am an angel of singing; Someone said I was a singing spirit. Some people say I sing like a goblin... 　　I think I"m the best singer, no matter what you say. 　　Sing the voice of the adu "just a minute, flower heart you will be crazy, you"re not I learn who shoots, jay Chou"s song let everybody happy, Andy lau will sing more sad, not to the first one night in Beijing, these are a man of song, I just want to sing a song to listen to you, just because you babe ~ ~ 　　I just want to sing for you to listen to my voice, a song just hope you can hear it, I just want to sing to you to hear someone to respond to me, clap the hand cut song and then the next continue. I found out that I"m not Chen yixu 　　I can be your jukebox. I just want you to say "I believe". I just want to tell you babe 　　I just want to sing to you to listen to use up all my strength, a song just hope to be able to let you be tempted, I just want to sing to you even if not reply

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夏天的雨夜，电闪雷鸣，这是大自然充满力量的声音。

【 #四六级考试# 导语】你可以创造未来的方式，就是脚踏实地向前走。你的未来也只有自己才能创造，既然选择了就要毫不犹豫的坚持走下去。 考 网为大家准备了以下内容，供大家参考阅读。 1.2022年12月大学英语四级作文万能模板 篇一 　　Green Consumption 　　1. 绿色消费的概念在中国日渐流行 　　2. 中国推行绿色消费还存在许多困难 　　3. 如何解决这个问题 　　【参考范文】 　　Green Consumption 　　The conception of green consumption has gradually become popular in China. More and more green foods are making their appearance on the market and more and more 　　people are becoming conscious of environmental protection. 　　However, there still exist quite a few difficulties in the further promotion of green consumption. On the one hand, many people are still not quite clear of the advantages of green foods. On the other hand, due to high profits, many fake green foods are found in the 　　market. Moreover, many consumers don"t want to pay extra money for green foods. 　　There may be several ways to solve these problems. Firstly, the government should supervise the good quality strictly to protect consumers" interests. Secondly, the conception of green consumption should be further promoted and emphasized. Thirdly, the government should work together with manufacturers to make the price more reasonable. 2.2022年12月大学英语四级作文万能模板 篇二 　　1.什么是社会责任感 　　2.如何加强社会责任感 　　3.呼吁:让我们肩负起自己的社会责任 　　【参考范文】 　　Strengthening the Sense of Social Responsibility 　　Each individual is closely related to and bears obligations to others - that is what we call social responsibility. The sense of social responsibility is very important to us. If everyone has a good sense of social responsibility, we can build a better social and a more prosperous country. 　　How can sense of social responsibilty be strengthened? To start with, children should be taught about good moral outlook, so that when they grow up, they become law-abiding and responsible citizens. Furthermore, the humanistic education is vital, especially for university students because they are the future pillars of our country. Last but no least, it is necessary to encourage people to care for others, help others through all kinds of propaganda. 　　If all the citizens have a sound sense of social responsibility, it is hopeful that the world will enjoy a better future. Therefore, let"s take our social responsibility and contribute to our society. 3.2022年12月大学英语四级作文万能模板 篇三 　　Free Admission to Parks 　　1. 越来越多的公园免费开放，目的是什么 　　2. 也会带来一些问题 　　3. 你的看法 　　【参考范文】 　　Free Admission to Parks 　　To encourage people to go outside and relax, a mounting number of parks offer free admission now. People benefit from it, especially during these tough economic times. With free entry, more people will have the opportunity for affordable vacations for families, taking pleasure in the natural landscape. 　　Fresh air and landscapes in parks are good for people. However, too many people 　　flocking into parks might not be so good for the parks. 　　For example, some visitors leave their garbage behind, which may cause environmental pollution. And people"s barbeques and stamping will also bring damage to the grassland and other greeneries in parks. 　　As a university student, I"m in favor of free admission to parks. Free entry to parks not only saves people"s expenditure, but also makes things fairer — people like the poor and students can go to parks frequently as well. On the other hand, visitors should be informed to preserve the environment while enjoying the beauty of the nat

那些声音听起来很清晰，悦耳的（褒义词）、刺耳的（贬义词）、柔和的（褒义词）、嘈杂的（贬义词），各种声音混杂在一起。

对比观点题型 （1） 要求论述两个对立的观点并给出自己的看法。 1． 有一些人认为…… 2． 另一些人认为…… 3． 我的看法…… The topic of ①------------（主题）is becoming more and more popular recently. There are two sides of opinions of it. Some people say A is their favorite. They hold their view for the reason of ②-----------------（支持A的理由一）What is more, ③-------------(理由二). Moreover, ④---------------(理由三). While others think that B is a better choice in the following three reasons. Firstly,-----------------(支持B的理由一). Secondly (besides),⑥------------------（理由二）. Thirdly (finally),⑦------------------(理由三). From my point of view, I think ⑧----------------（我的观点）. The reason is that ⑨--------------------(原因). As a matter of fact, there are some other reasons to explain my choice. For me, the former is surely a wise choice . （2） 给出一个观点，要求考生反对这一观点 Some people believe that ①----------------（观点一）. For example, they think ②-----------------（举例说明）．And it will bring them ③-----------------(为他们带来的好处). In my opinion, I never think this reason can be the point. For one thing,④-------------(我不同意该看法的理由一). For another thing, ⑤-----------------(反对的理由之二)． Form all what I have said, I agree to the thought that ⑥------------------(我对文章所讨论主题的看法)． 阐述主题题型 要求从一句话或一个主题出发，按照提纲的要求进行论述． 1． 阐述名言或主题所蕴涵的意义． 2． 分析并举例使其更充实． The good old proverb ----------------（名言或谚语）reminds us that ----------------(释义). Indeed, we can learn many things form it. First of all,-----------------(理由一). For example, -------------------(举例说明). Secondly,----------------(理由二). Another case is that ---------------(举例说明). Furthermore , ------------------(理由三)． In my opinion, ----------------(我的观点). In short, whatever you do, please remember the say------A. If you understand it and apply it to your study or work, you”ll necessarily benefit a lot from it 解决方法题型 要求考生列举出解决问题的多种途径 1． 问题现状 2． 怎样解决(解决方案的优缺点) In recent days, we have to face I problem-----A, which is becoming more and more serious. First, ------------(说明A的现状)．Second, ---------------(举例进一步说明现状) Confronted with A, we should take a series of effective measures to cope with the situation. For one thing, ---------------(解决方法一). For another -------------(解决方法二). Finally, --------------(解决方法三). Personally, I believe that -------------(我的解决方法). Consequently, I"m confident that a bright future is awaiting us because --------------(带来的好处). 说明利弊题型 这种题型往往要求先说明一下现状，再对比事物本身的利弊，有时也会单从一个角度（利或弊）出发，最后往往要求考生表明自己的态度（或对事物前景提出预测） 1． 说明事物现状 2． 事物本身的优缺点（或一方面） 3． 你对现状（或前景）的看法 Nowadays many people prefer A because it has a significant role in our daily life. Generally, its advantages can be seen as follows. First ----------------(A的优点之一). Besides -------------------（A的优点之二）. But every coin has two sides. The negative aspects are also apparent. One of the important disadvantages is that ----------------(A的第一个缺点)．To make matters worse,------------------(A的第二个缺点)． Through the above analysis, I believe that the positive aspects overweigh the negative ones. Therefore, I would like to ---------------(我的看法)． (From the comparison between these positive and negative effects of A, we should take it reasonably and do it according to the circumstances we are in. Only by this way, ---------------(对前景的预测)．) 议论文的框架 (1) 不同观点列举型（ 选择型 ） There is a widespread concern over the issue that __作文题目_____. But it is well known that the opinion concerning this hot topic varies from person to person. A majority of people think that _ 观点一________. In their views there are 2 factors contributing to this attitude as follows: in the first place, ___原因一_______.Furthermore, in the second place, ___原因二_____. So it goes without saying that ___观点一_____. People, however, differ in their opinions on this matter. Some people hold the idea that ___观点二_______. In their point of view, on the one hand， ___原因一_______. On the other hand, ____原因二_____. Therefore, there is no doubt that ___观点二______. As far as I am concerned, I firmly support the view that __观点一或二______. It is not only because ________, but also because _________. The more _______, the more ________. （2）利弊型的议论文 Nowadays, there is a widespread concern over (the issue that)___作文题目______. In fact, there are both advantages and disadvantages in __题目议题_____. Generally speaking, it is widely believed there are several positive aspects as follows. Firstly, ___优点一______. And secondly ___优点二_____. Just As a popular saying goes, "every coin has two sides", __讨论议题______ is no exception, and in another word, it still has negative aspects. To begin with, ___缺点一______. In addition, ____缺点二______. To sum up, we should try to bring the advantages of __讨论议题____ into full play, and reduce the disadvantages to the minimum at the same time. In that case, we will definitely make a better use of the ____讨论议题___. ( 3 ) 答题性议论文 Currently, there is a widespread concern over (the issue that)__作文题目_______ .It is really an important concern to every one of us. As a result, we must spare no efforts to take some measures to solve this problem. As we know that there are many steps which can be taken to undo this problem. First of all, __途径一______. In addition, another way contributing to success of the solving problem is ___途径二_____. Above all, to solve the problem of ___作文题目______, we should find a number of various ways. But as far as I am concerned, I would prefer to solve the problem in this way, that is to say, ____方法_____. ( 4 ) 谚语警句性议论文 It is well know to us that the proverb: " ___谚语_______" has a profound significance and value not only in our job but also in our study. It means ____谚语的含义_______. The saying can be illustrated through a series of examples as follows. ( also theoretically ) A case in point is ___例子一______. Therefore, it is goes without saying that it is of great of importance to practice the proverb ____谚语_____. With the rapid development of science and technology in China, an increasing number of people come to realize that it is also of practical use to stick to the saying: ____谚语_____. The more we are aware of the significance of this famous saying, the more benefits we will get in our daily study and job.. 图表作文的框架 as is shown/indicated/illustrated by the figure/percentage in the table(graph/picture/pie/chart), ___作文题目的议题_____ has been on rise/ decrease (goesup/increases/drops/decreases),significantly/dramatically/steadily rising/decreasing from______ in _______ to ______ in _____. From the sharp/marked decline/ rise in the chart, it goes without saying that ________. There are at least two good reasons accounting for ______. On the one hand, ________. On the other hand, _______ is due to the fact that ________. In addition, ________ is responsible for _______. Maybe there are some other reasons to show ________. But it is generally believed that the above mentioned reasons are commonly convincing. As far as I am concerned, I hold the point of view that _______. I am sure my opinion is both sound and well-grounded. 实用性写作(申请信) Your address Month, Date, year Receiver"s address Dear ..., I am extremely pleased to hear from you./ to see your advertisement for the position in .... And I would like to write a letter to tell you that.../ I am confident that I am suitable for the kind of the job you are advertising. .../ I feel I am competent to meet the requirements you have listed. On the one hand, .... On the other hand, .... I am enclosing my resume for your kind consideration and reference. I shall be much obliged if you will offer me a precious opportunity to an interview. I will greatly appreciate a response from you at your earliest convenience/ I am looking forward to your replies at your earliest convenience. Best regards for your health and success. Sincerely yours, X X X 英语作文模板：现象说明文 Recently ____,what amazes us most is_______,it is ture that__________. There are many reasons explaining____.The main reason is_____.What is more________________.Thirdly______________.As a result_______________. Considering all there,____________.For one thing_______,for another________ ____.In Conclusion____________________.嗯，差不多还算全。加油噢。

写作文的格式：（1）题目，题目要写在第一行的正中间。（2）正文，正文开头要头两格。（3）内容和中心思想。（4）结尾，在文末加上标点符号。正文的结构安排：（1）安排好材料的组织顺序。先写什么、后写什么，全文一共准备分为几大段，每段写什么。（2）确定好重点写的内容，要依据表达中心的需要，确定出哪些内容是主要的，哪些内容是次要的。（3）依据文章选用的材料及要表达的中心思想，确定好开头、结尾的方法。（4）设计好点题的时机及具体的方式、方法。（5）考虑好层次之间、段落之间该如何衔接过渡，哪些内容需要照应，如何照应。