Exercise 1. Find the following limits sin 3x+ tan 2x2 2x? + x tan 2x 1) lim 2) lim 5x +x tan 2x 3) lim sin ? x sin ? x X→の sin(2x-4) x²-4 sin(2x -4) 4-x2 sin(x-1) x² -1 4) lim 5) lim 6) lim 7) lim 1- cos 2x sin 2x - 2 sin x 8) lim sin( 2x) lim x sin x 9) x² -1 X00

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.4: Values Of The Trigonometric Functions
Problem 21E
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pleaseeee solve question 1, 2 and 3

Exercise 1. Find the following limits
2
1) lim
sin 3x+ tan 2x?
2) lim
5x + x tan 2x
3) lim
2x? + x tan 2x
sin? x
sin
sin( 2x-4)
4) lim
x²-4
sin( 2x- 4)
5) lim
sin(x-1)
6) lim
4-x
x' - 1
7)
1- cos 2x
lim
sin 2x - 2 sin x
8) lim
lim
.2
sin( 2x)
x sin x
9)
x' -1
Transcribed Image Text:Exercise 1. Find the following limits 2 1) lim sin 3x+ tan 2x? 2) lim 5x + x tan 2x 3) lim 2x? + x tan 2x sin? x sin sin( 2x-4) 4) lim x²-4 sin( 2x- 4) 5) lim sin(x-1) 6) lim 4-x x' - 1 7) 1- cos 2x lim sin 2x - 2 sin x 8) lim lim .2 sin( 2x) x sin x 9) x' -1
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