You should be able to solve this!! | Exponent Math
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- Опубликовано: 11 сен 2024
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• Russian | Can you solv...
25^(2(Log[625,2]+1/2))=50 x=Log[625,2]+0.5=Log[625,50]
X=(1+Log[25,2])/2
Let a=25^x. a^2-50=0. (a+sqrt(50))(a-sqrt(50)=0. 25^x=sqrt(50) then do natural logs
Nice
X =1.2153
Gee thanks
5⁴ˣ⁻² = 2
4x - 2 = log₅²
x = (2 + log₅2)/4 = (log₅50)/4 =
= log₅∜50