SOLUTION: We are Simplifying Exponential Functions and there is this problem that I just don't understand. Please help me solve this equation: {{{y(x)=(3x^(5)*x^(-6)*(-2x^(2))^(-3))/(x^(4)*3

Algebra ->  Functions -> SOLUTION: We are Simplifying Exponential Functions and there is this problem that I just don't understand. Please help me solve this equation: {{{y(x)=(3x^(5)*x^(-6)*(-2x^(2))^(-3))/(x^(4)*3      Log On


   

Question 25811: We are Simplifying Exponential Functions and there is this problem that I just don't understand. Please help me solve this equation: . Thank you so much!
Answer by atif.muhammad(135) About Me  (Show Source):
You can put this solution on YOUR website!
y(x) = [3x^5 * x^-6 * (-2x^2)^-3]/[x^4 * 3x^-7 * x^3]
y(x) = [3 * x^5 * x^-6 * (-2 * x^2)^-3]/[x^4 * 3 * x^-7 * x^3]
y(x) = [3 * x^-1 * (-2)^-3 * (x^2)^-3]/[3 * x^0]
y(x) = [x^-1 * (1/[(-2)^3]) * [1/(x^2)^-3]
y(x) = x^-1 * -0.125 * [1/x^6]
y(x) = -0.125 * x^-7
y%28x%29+=+-0.125x%5E-7