Question

find the value of x so that [{2/5}power 6 =[2/5]power2x

Answer 1

Answer:

x is equal to 3

Explanation:

plz make it as brainliest.

Answer 2

$\tt (\dfrac{2}{5}) ^6 =( \dfrac{2}{5})^{2x}$

we know that exponents are equal for numbers with same base.

$\tt 6=2x$

$\tt 3=x$

hence, the value of x comes out to be 3.

verification:

(2/5)^6 = (2/5)^2x

32/3125 = 4^x/25^x

32/3125 = 32/3125

hence, verified :)