What is log_{1.8}((3.98)/(10.4))+55.71-54.41 ?

The solution to log_{1.8}((3.98)/(10.4))+55.71-54.41 is 1.3+log_{1.8}(3.98)-log_{1.8}(10.4)

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simplify log_{1.8}((3.98)/(10.4))+55.71-54.41

simplify

lo g_{1.8} (\frac{3.98}{10.4}) + 55.71 - 54.41

1.3 + lo g_{1.8} (3.98) - lo g_{1.8} (10.4)

Decimal Notation

- 0.33413 \dots

Solution steps

lo g_{1.8} (\frac{3.98}{10.4}) + 55.71 - 54.41

Apply log rule:

lo g_{c} (\frac{a}{b}) = lo g_{c} (a) - lo g_{c} (b)

lo g_{1.8} (\frac{3.98}{10.4}) = lo g_{1.8} (3.98) - lo g_{1.8} (10.4)

= lo g_{1.8} (3.98) - lo g_{1.8} (10.4) + 55.71 - 54.41

Add/Subtract the numbers:

55.71 - 54.41 = 1.3

= 1.3 + lo g_{1.8} (3.98) - lo g_{1.8} (10.4)

100 \cdot ln (\frac{790}{775})

60 \cdot ln (\frac{0.06096}{0.0106})

ln (\frac{5}{5 - 10})

ln (\frac{( 4 e ^{x} - 4 )}{3})

lo g_{4.5 \cdot 10} (- 4 M)

What is log_{1.8}((3.98)/(10.4))+55.71-54.41 ?
The solution to log_{1.8}((3.98)/(10.4))+55.71-54.41 is 1.3+log_{1.8}(3.98)-log_{1.8}(10.4)