Question

Результатом упрощения выражения (p/q^2+p^2/q^3) : (p+p^2/q) является

Answer 1

Q+p/q^3+pq^2 ; вроде так....

Answer 2

Simplifying the Expression

To simplify the given expression (p/q^2+p^2/q^3), we can follow these steps:

1. Find a common denominator for the fractions. 2. Combine the fractions. 3. Simplify the resulting expression.

Let's proceed with these steps.

Step 1: Find a Common Denominator

The common denominator for the fractions p/q^2 and p^2/q^3 is q^3.

Step 2: Combine the Fractions

Combining the fractions with the common denominator, we get: (p*q/p*q^3 + p^3/q^3) = (p*q + p^3) / q^3

Step 3: Simplify the Resulting Expression

The resulting simplified expression is (p*q + p^3) / q^3.

Therefore, the result of simplifying the expression (p/q^2+p^2/q^3) to (p+p^2/q) is (p*q + p^3) / q^3.

This result is obtained by finding a common denominator, combining the fractions, and simplifying the expression.