Chapter 12, Problem 1IR

To determine

To find: The solution of the given equation.

Answer to Problem 1IR

Thesimplified value of the expression is $35x^5$ and it is a part of add the exponents.

Explanation of Solution

Given information:

The given expression is $(5x^2)(7x^3)$ .

Calculation:

The given expression is $(5x^2)(7x^3)$ .

Since the base is same of the two terms and these terms are in multiplication with each other, therefore exponents will be added together and it will be raised on the base as follows-

  $\begin{array}{l}(5x^2)(7x^3)\\ =5\times 7\times x^2\times x^3\\ =35\times x^{2+3}\\ =35x^5\end{array}$

By adding the exponents of common base.

Hence, the simplified form of the expression is $(5x^2)(7x^3)=35x^5$ and it is a part of add the exponents.