solve (((x+5)^10)^1/5)/(x+5)=0?

Question

solve this equation

Answer 1

(((x+5)^10)^1/5)/(x+5) = 0
(((x+5)^2)/(x+5) = 0
x+5 = 0
x = -5

Answer 2

The solution is not difficult, but first let's back up and start from the beginning. Usually you will be given an equation to solve for x. it might be x^2 -12x+35=0 One way to solve this equation is to factor it. If you do so you get (x-7)(x-5)=0 Now that you have arrived at these factors, what next? Well, since both factors multiplied together equal zero, then either x-7=0, or x-5=0 So x is 7 or 5. That is your solution . x=7,5

Answer 3

{[(x+5)^10]^1/5}/(x+5) = 0

[(x+5)^2]/(x+5) = 0

x+5 = 0

x = -5

Answer 4

It reduces
((x+5)^2)/(x+5) = 0
x + 5 = 0
x = -5

Answer 5

(((x+5)^10)^1/5)/(x+5)=0

[(x+5)^(10/5) ]/(x+5)=0

((x+5)^2 )/(x+5)=0
x+5=0
x=-5
does not satisfy

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