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lim(x->0)(tanm x)/(tann x)...

`lim_(x->0)(tanm x)/(tann x)`

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`lim_(x->0) (tanm x)/(tann x)`
`= lim_(x->0) (tanm x)/(mx) xx (mx)/(nx)xx (nx)/(tann x)`
`= lim_(x->0) (tanm x)/(mx) xx lim_(x->0) m/n xx lim_(x->0) 1/{(tann x)/(nx)}`
`=1 xx m/n xx 1`
`=m/n`
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