how would you solve this problem.... �ã 9x^2 y/32z^2?
To solve the expression �ã 9x^2 y/32z^2, we need to simplify it by performing different operations in the correct order. Here's an explanation of each step:
Step 1: Start by looking for any like terms that can be combined.
- In this expression, there are no like terms that can be combined since each term has different variables (x, y, z) and exponents.
Step 2: Simplify each term individually.
- In the provided expression, we have three terms: 9x^2, y, and 32z^2.
- 9x^2 is already simplified since there are no other factors we can simplify it with.
- y and 32z^2 are also simplified individually.
Step 3: Reassemble the expression.
- Once we've simplified each term, we can rewrite the expression in its simplified form.
- The expression �ã 9x^2 y/32z^2 remains the same since all the terms are already simplified individually and cannot be further simplified together.
Therefore, the simplified form of �ã 9x^2 y/32z^2 is �ã 9x^2 y/32z^2.