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Constant multiple Rule of Integration
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Formula
$\displaystyle \int{k.f(x)}\,dx$ $\,=\,$ $k \times \displaystyle \int{f(x)}\,dx$
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Prove $\log{(1+2+3)}$ $\,=\,$ $\log{(1)}$ $+$ $\log{(2)}$ $+$ $\log{(3)}$
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