Question

if 2^2^x = 16^2^3x, find x​

Answer 1

Your answer is here mate

Answer- 24

Explanation- 4x = 96.

x= 96/4

x= 24

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Answer 2

Step-by-step explanation:

2^2^x= 16^2^3x

2^2^x= (2^4)^2^3x

2^2^x= 2^8^3x

Since the base on both sides are equal, we can equate the powers of both sides

2^x=8^3x=(2^3)^3x

2^x= 2^9x

now again the base on both sides are same, so we can equate the power of both sides

x=9x

9x-x=0

8x=0

x=0

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