Question

Simplify - w^(2) -\sqrt(3v - x)-: w(v-1) if v = 6, w = -9, x = 7

Answer 1

To simplify the expression -w^2 - sqrt(3v - x) / w(v-1) with given values v = 6, w = -9, and x = 7, we substitute the values and simplify to -81 - sqrt(11) / -45.

Step-by-step explanation:

To simplify the expression -w^2 - √(3v - x) / w(v-1), we can substitute the given values of v = 6, w = -9, and x = 7.

So, the expression becomes -(-9)^2 - √(3(6) - 7) / -9(6-1).

Simplifying further, we get -81 - √(18 - 7) / -9(5).

Finally, the simplified expression is -81 - √11 / -45.