The ratio 125:x is equivalent to the ratio [tex]x^2:125[/tex]. What is the value of x?

The **value **of x is 25.
Ratio problem
To find the value of x in the given ratio problem , we can set up the proportion:
125/x = x 2 /125
To solve this proportion , we can cross-multiply:
125 * 125 = x ∗ x 2
15625 = x 3
Now, let's take the** cube root **of both sides to isolate x:
∛15625 = ∛(x^3)
25 = x
Therefore, the **value **of x is 25.
More on **ratios **can be found here: https://brainly.com/question/25326254
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Answered by Oseni | 2024-06-17

x=25 ;

Answered by boffeemadrid | 2024-06-24

The value of x is 25, as derived from the given ratios. When setting the ratios equal and solving for x , we find that both sides simplify to x 3 = 15625 . Taking the cube root gives us x = 25 .
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Answered by boffeemadrid | 2024-10-02