Math, asked by Adityadualm, 6 hours ago

evaluate lim x 0 sin 9x / sin 6x​

Answers

Answered by anshika180919
1

lim

limx

limx→

limx→0

limx→0

limx→0 sin

limx→0 sin(

limx→0 sin(6

limx→0 sin(6x

limx→0 sin(6x)

limx→0 sin(6x)x

limx→0 sin(6x)x

limx→0 sin(6x)x Let

limx→0 sin(6x)x Let y

limx→0 sin(6x)x Let y=

limx→0 sin(6x)x Let y=6

limx→0 sin(6x)x Let y=6x

limx→0 sin(6x)x Let y=6x

limx→0 sin(6x)x Let y=6x y

limx→0 sin(6x)x Let y=6x y6

limx→0 sin(6x)x Let y=6x y6=

limx→0 sin(6x)x Let y=6x y6=x

limx→0 sin(6x)x Let y=6x y6=x

limx→0 sin(6x)x Let y=6x y6=x As

limx→0 sin(6x)x Let y=6x y6=x As x

limx→0 sin(6x)x Let y=6x y6=x As x approaches

limx→0 sin(6x)x Let y=6x y6=x As x approaches 0

limx→0 sin(6x)x Let y=6x y6=x As x approaches 0 ,

limx→0 sin(6x)x Let y=6x y6=x As x approaches 0 , y

limx→0 sin(6x)x Let y=6x y6=x As x approaches 0 , y also approaches

limx→0 sin(6x)x Let y=6x y6=x As x approaches 0 , y also approaches 0

limx→0 sin(6x)x Let y=6x y6=x As x approaches 0 , y also approaches 0

limx→0 sin(6x)x Let y=6x y6=x As x approaches 0 , y also approaches 0

Answered by chavandeepak929
0

Answer:

lim x tends to 0 sin6x -sin9x upon x

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