`lim_(x -> 0) sin(4x)/sin(6x)` Find the limit.

kspcr111 | Student

`lim_(x -> 0) sin(4x)/sin(6x)`

as when x->0 we get ` sin(nx)` thends to be equal to  `

so,

we get

`lim_(x -> 0) sin(4x)/sin(6x)`

`=lim_(x -> 0) (4x)/(6x)`

`= 4/6 `

`= 2/3`

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