What is 3.9+log_{10}((7.25)/3) ?

The solution to 3.9+log_{10}((7.25)/3) is 3.9+log_{10}(29)-log_{10}(12)

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simplify 3.9+log_{10}((7.25)/3)

simplify

3.9 + lo g_{10} (\frac{7.25}{3})

3.9 + lo g_{10} (29) - lo g_{10} (12)

Decimal Notation

4.28321 \dots

Solution steps

3.9 + lo g_{10} (\frac{7.25}{3})

lo g_{10} (\frac{7.25}{3}) = lo g_{10} (29) - lo g_{10} (12)

= 3.9 + lo g_{10} (29) - lo g_{10} (12)

ln (- 3 x) + 1

9 \cdot ln (\frac{263}{273})

lo g_{e} (8.12 x)

4 ln (c) + 3 ln (d) - 2 ln (e)

ln (\frac{99}{4})

What is 3.9+log_{10}((7.25)/3) ?
The solution to 3.9+log_{10}((7.25)/3) is 3.9+log_{10}(29)-log_{10}(12)