What is 4.74+log_{10}((0.0105)/(0.0095)) ?

The solution to 4.74+log_{10}((0.0105)/(0.0095)) is 4.74+log_{10}(21)-log_{10}(19)

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simplify 4.74+log_{10}((0.0105)/(0.0095))

simplify

4.74 + lo g_{10} (\frac{0.0105}{0.0095})

4.74 + lo g_{10} (21) - lo g_{10} (19)

Decimal Notation

4.78346 \dots

Solution steps

4.74 + lo g_{10} (\frac{0.0105}{0.0095})

lo g_{10} (\frac{0.0105}{0.0095}) = lo g_{10} (21) - lo g_{10} (19)

= 4.74 + lo g_{10} (21) - lo g_{10} (19)

ln (47 e^{x t})

lo g_{6} (u) + 6 lo g_{6} (v)

\frac{ln ( \frac{125}{4} )}{3 ln ( 2 )}

ln (\frac{( 8 + x )}{8 - x})

ln (\frac{1000000}{238453})

What is 4.74+log_{10}((0.0105)/(0.0095)) ?
The solution to 4.74+log_{10}((0.0105)/(0.0095)) is 4.74+log_{10}(21)-log_{10}(19)