What is (12k^2h-3kh^2)/(3kh) ?

The solution to (12k^2h-3kh^2)/(3kh) is 4k-h

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simplify (12k^2h-3kh^2)/(3kh)

simplify

\frac{12 k ^{2} h - 3 k h ^{2}}{3 kh}

4 k - h

Solution steps

\frac{12 k ^{2} h - 3 k h ^{2}}{3 kh}

Factor

12 k^{2} h - 3 k h^{2} : 3 kh (4 k - h)

= \frac{3 kh ( 4 k - h )}{3 kh}

Cancel the common factor:

3

= \frac{kh ( 4 k - h )}{kh}

Cancel the common factor:

k

= \frac{h ( 4 k - h )}{h}

Cancel the common factor:

h

= 4 k - h

- (- 2^{2})

(2 n^{3})^{2}

3 1^{3}

- 1 0^{4}

\frac{( \frac{m}{n} + \frac{n}{m} )}{\frac{1}{mn}}