(5)^-1/2 * (5x)^5/2 (5x)^-3/2 =

1/5*sqrt5x^5(1/sqrt5x^3)=
sqrt5x^5/sqrt5*sqrt5x^3=
x^2 sqrt5x/ sqrt5 * x sqrt5x=
x^2/x sqrt5=
x/sqrt 5

Is this correct? If not, where am I going wrong and what is the answer?

5 answers

The way it is actually written is
(5)^-1/2 * 5x^5/2 (5x)^-3/2 =
well, 5x^5/2 (5x)^-3/2 = 5x

so, now what do you think?
5x/sqrt5?
I think I understand now. This would be the solution:
(5)^-1/2 * 5x^5/2+(-3/2)=
(5)^-1/2 * 5x=
5x/sqrt5
or, just √5 x, since 5/√5 = √5
Similar Questions
  1. 5^-1/2 x 5x^5/2(5x)^-3/2=1/sqrt5 x sqrt5x^5 x 1/sqrt5x^3= ??? I need to simplify and I need help understanding what the next
    1. answers icon 4 answers
    1. answers icon 0 answers
    1. answers icon 1 answer
  2. Which of the following functions are one to one? Select all that apply.f(x) = (x-1)/(3x+3) f(x) = (sqrt5x+9) f(x) = (7/4x^2)
    1. answers icon 1 answer
more similar questions