Solve 1 + 3^(x/2) = 2^x where ^ indicates power
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1^x/2+3^x/2=2^x{anything power for 1 is 1 }
(1+3)^x/2=2^x
4^x/2=2^x
2^2(x/2)=2^x
2^x=2^x
PLEASE MARK ME AS BRAINLIEST
(1+3)^x/2=2^x
4^x/2=2^x
2^2(x/2)=2^x
2^x=2^x
PLEASE MARK ME AS BRAINLIEST
Answered by
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Put the powet x/2 same as it is on 3 as it can be taken whole on (1+3)^x/2, as any power on 1 is 1.
(1+3)^x/2=2^x
4^x/2=2^x
2^x=2^x
x=1
(1+3)^x/2=2^x
4^x/2=2^x
2^x=2^x
x=1
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