Question
If $(125)^{2/3}× (625)^{ - 1/4} = 5^x$ the value of x is
Answer: Option A
Answer:(b)$(125)^{2/3}× (625)^{ - 1/4} = 5^x$$5^{3×2/3}×5^{4×-1/4}=5^x$$5^2×5^{-1}=5^x$$5^1=5^x⇒ x=1$
Was this answer helpful ?
Answer:(b)$(125)^{2/3}× (625)^{ - 1/4} = 5^x$$5^{3×2/3}×5^{4×-1/4}=5^x$$5^2×5^{-1}=5^x$$5^1=5^x⇒ x=1$
Was this answer helpful ?
More Questions on This Topic :
Question 6. $√{ √^3{0.004096}}$ is equal to....
Question 9. $(16^{0.16} × 2^{0.36})$ is equal to....
Question 10. $√{8 - 2 √{15}}$ is equal to :....
Latest Videos
Latest Test Papers
Submit Solution