324w^9x^8/48w^5x^5
To simplify the expression (324w^9x^8)/(48w^5x^5), you can divide the numerical coefficient (324) by 48, and then divide the variables (w^9) by (w^5) and (x^8) by (x^5). Let's break it down step by step:
Step 1: Divide the numerical coefficients:
324 ÷ 48 = 6.75
Step 2: Divide the variables with the same base (w and x):
w^9 ÷ w^5 = w^(9-5) = w^4
x^8 ÷ x^5 = x^(8-5) = x^3
Combining the results, we have:
(324w^9x^8)/(48w^5x^5) = 6.75w^4x^3
Therefore, the simplified form of the expression is 6.75w^4x^3.