If √5n=125 then find the value of 5n√64.
15
25
30
6
Given √5n=125 ⇒5n2=5×5×5=53 ⇒n=6 ∴5n√64=52 (∵6th root of 64 = 2) =25
Find the maximum value of 5−(2x2−8x+6).
If the volume of a cube is 125 m3 then its side length is: