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Prove that x = 2: 3^(x/2) + 1 = 2^x
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3^ (2/2) + 1 = 2^2 this should work think you can try to solve from here?
Sorry, i should have expressed myself better, i need an expression for the value of x, i mean, isolate x in this expression
i see, so grouping it should work like 1 =3^(2/2) - 2^2 ( i would still fill in x for 2 because it is already given so what is 3 ^1?
ok i have this backwards
Don't worry, i know how to plug in the value. I was just wondering if there is any way to isolate x, but apparently it's not possible. But thanks man!
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I the expression was more complex, maybe the only solution would be a numerical method, such as Newton's method
i would think that 3 -2 before the exponents would work
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