Chapter 9.3, Problem 41HP

To determine

To Find: Two algebraic expression whose quotient is $x^5$ .

Answer to Problem 41HP

The two algebraic expression whose quotient is $x^5$ are $x^7$ and $x^6$ .

Explanation of Solution

Given information:

The given algebraic expression is mentioned in the problem.

Formula:

We can use any algebraic expression whose quotient is $x^5$ .

Calculation:

Consider the statement given algebraic expression is mentioned in the problem.

Recall thatwe can use any algebraic expression whose quotient is $x^5$ .

Therefore first we take $x^7$ .

Here if we divide $x^7$ by $x^2$ then the quotient will be $x^5$ .

And if we take

  $x^6$ and divide by $x$ then the quotient will be $x^5$ .

Therefore the two algebraic expression whose quotient is

  $x^5$ are $x^7$ and $x^6$ .