Question

3w^4*5x^8*w^7*2x

Answer 1

Answer:

The simplified expression is $30w^{11}x^9$

Therefore the simplified expression to the given expression is $3w^4.5x^8w^7.2x=30w^{11}x^9$

Step-by-step explanation:

Given expression is $3w^4.5x^8w^7.2x$

To simplify the given expression as below :

$3w^4.5x^8w^7.2x$

First combine the like terms to simplify the expression easily we get

$=(3.5.2)(w^4.w^7)(x^8.x)$

$=30(w^{4+7})(x^{8+1})$ ( by using the property $a^m.a^n=a^{m+n}$ )

$=30w^{11}x^9$

Therefore the simplified expression is $30w^{11}x^9$

Therefore the simplified expression to the given expression is $3w^4.5x^8w^7.2x=30w^{11}x^9$