What is log_{c}(c^2)-2log_{c}(c^3) ?

The solution to log_{c}(c^2)-2log_{c}(c^3) is -4

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simplify log_{c}(c^2)-2log_{c}(c^3)

simplify

lo g_{c} (c^{2}) - 2 lo g_{c} (c^{3})

- 4

Solution steps

lo g_{c} (c^{2}) - 2 lo g_{c} (c^{3})

lo g_{c} (c^{2}) = 2

2 lo g_{c} (c^{3}) = 6

= 2 - 6

Subtract the numbers:

2 - 6 = - 4

= - 4

\frac{1}{2} ln (x) + 4 ln (y) - 7 ln (z)

lo g_{4} (5) - lo g_{4} (7)

lo g_{7} ((\frac{u w}{v ^{4}})^{6})

ln (7 x) - ln (7)

ln (\frac{e ^{x}}{x ^{7}})

What is log_{c}(c^2)-2log_{c}(c^3) ?
The solution to log_{c}(c^2)-2log_{c}(c^3) is -4