What is the answer to logform 1.05^x=3 ?

The answer to logform 1.05^x=3 is log_{1.05}(3)=x

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Convert to Logarithmic Form 1.05^x=3

log form

1.0 5^{x} = 3

lo g_{1.05} (3) = x

Solution steps

1.0 5^{x} = 3

Apply logarithmic definition:

a^{n} = b \Rightarrow lo g_{a} b = n

a = 1.05, b = 3, n = x

lo g_{1.05} (3) = x

(4 y - 3) (2 y^{2} + 3 y - 5)

t, 7 t = x

x, 2 7^{x} = 9^{x - 3}

x, 8^{x} = \frac{1}{2}

n, 6 n - 2 n = 4 n

What is the answer to logform 1.05^x=3 ?
The answer to logform 1.05^x=3 is log_{1.05}(3)=x