If 4^x+1-4^x=25 then what is the value of (2x)^x
Answers
Answered by
0
Answer - 5
Step By StepStexplaiExplainlationExplaiExplainStepStexplaiExplainlaExplaiExplainlationExplaiExplainlati. - 4
x
−4
x−1
=24
or 4
x
(1−
4
1
)=24
or 4
x
4
3
=24
or 4
x
=
3
24×4
=32=2
5
or 2
2x
=2
5
or x=
2
5
or 2x=5 or (2x)
x
=(5)
5/2
=5
1
×5
1
×5
1/2
=25
5
o
Step By StepStexplaiExplainlationExplaiExplainStepStexplaiExplainlaExplaiExplainlationExplaiExplainlati. - 4
x
−4
x−1
=24
or 4
x
(1−
4
1
)=24
or 4
x
4
3
=24
or 4
x
=
3
24×4
=32=2
5
or 2
2x
=2
5
or x=
2
5
or 2x=5 or (2x)
x
=(5)
5/2
=5
1
×5
1
×5
1/2
=25
5
o
Answered by
0
Step-by-step explanation:
Here, 4^x-4^(x-1) =24, or
4^x-4^x/4 =24, or
4*4^x-4^x =4*24, or
3*4^x = 4*24, or
4^(x-1) = 8
4^x = 32, or
2^2x = 2^5, or
2x = 5, or
x = (5\2), or
(2x) ^x = 5^(5/2) = 25√5.
hope it helps ☺️☺️
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