Use a table of values to evaluate lim X-0 O O a.) sin(7x) lim X+0 X b.) sin(7x) lim X-0 X c.) sin(7x) lim X-0 X d.) sin(7x) lim X X-0 = 7 = 7 = 0.1222 does not exist sin(7x) X

Q: 3n Find lim,→0 (1+ )'

A: Here,

Q: 1 lim (x² –1)sin x+1

A: To find out the limit.

Q: Evaluate lim sin x.

A: Given: limx→∞sin x

Q: (12 sin )( In x) (x3+5)(x-1) Evaluate limx→1

A: Here we have to evaluate the given limit .

Q: x+x? ii] lim 3-x

A: we have to find the limits algebraically

Q: lim sin (-2 T x) = x → -3

A:

Q: evaluate limx {tan -1 X +1 x +4 4

A: We need to evaluate the limit  of given function at infinity

Q: tan(23z) lim

A: This problem of limit can be solved by the L' Hospital rule which is explained in step 2.

Q: 11) Evaluate lim (1+ 2x)csc(x).

A:

Q: a) lim 2+1 - 2x - 5 (2x - 1)³

A: Topic:- calculus

Q: h) lim x* +x?- 2 I+x+x+x

A: Here we have to find the limit of given function. We can divide it in two function , one in…

Q: dx Vx -9

A:

Q: tan x B:: Find limx-0

A: Limit of the function

Q: [1/(2+x)]-(1/2). Find lim X-0 4 O 2 4 O -2

A:

Q: lim x-0+ \x 1 = lim x2, 1 lim x0+ x2 1 = +0 - (+0) = 0 - - - -- %3D x-0+ x

A: It is infinity minus infinity type of indeterminate form.    To solve it first convert it into 0/0…

Q: What is wrong with the following x³ + x lim x1 x²-3x+2 proof"? Give the correct version. 2 3x² +1…

A:

Q: date let fcx7= X-3x+2, find al lim fux) X-72 bllim fux) c) lim fox) (1) X-72

A:

Q: x2-sin 3x A/ Write the Sandwich theorem and applying it to find lim x2+10 if -1< sin 3x <1

A:

Q: x² x+0 tan² (x² + 2x) Evaluate: lim

A: The objective of the question is evaluate the limit at "x=0".

Q: 5) Find lim x-0 sing+tanr

A:

Q: 3 lim (1+ 4 x2

A: Given thatlimt→∞1+3x+4x2x. The objective of the problem is to solve the given limit.

Q: e -(1+x)" Evaluate: lim 140 tan x

A: To evaluate: limx→0 e−(1+x)1/xtan⁡x For evaluating the given limit we need to use the expansion of…

Q: 1-x 6. lim X-3 X+3

A:

Q: 山m x→イ cos'x COsx t G CCOSX t ? cos x x1

A:

Q: 22.) lim 8118 3x² + x x² - 1

A:

Q: エ→2ー Prove that lim sin(1/x) does not exist. Lot II

A: