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5^x. (8^(x-1))^(1/x)=500...

`5^x. (8^(x-1))^(1/x)=500`

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Solve for x : 5^(x)root(x)(8^(x-1))=500

Solve for x : 5^(x)root(x)(8^(x-1))=500

Solve for x : 5^(x)root(x)(8^(x-1))=500

Solve the equation 5^(x)root(x)(8^(x-1))=500

Solve the equation 5^(x)root(x)(8^(x-1))=500

" 1.Solve for x : (1)/((x-2))+(1)/(x)=(8)/((2x+5))

The value of (x , y) if 5^(x) + 3^(y) = 8,5^(x-1) + 3^(y-1) = 2 is :

x^(8)-x^(5)-(1)/(x)+(1)/(x^(4)) gt 0 , is satisfied for

x^(8)-x^(5)-(1)/(x)+(1)/(x^(4)) gt 0 , is satisfied for