Q2) find the value of each limit sint 1) lim(- 1+cost +tcost C+cost x+xcosx 2) lim 0 sinxcosx

Q: Find lim Itcos 2X メ 니(x- 폰) 2

A:

Q: lim2

A: Explained below

Q: Find the limit: 2x+60-8 lim x 2 x² + 3x - 10

A: Given query is to find indicated limit

Q: x2+6x Find lim x→-6 (x2+36)(x+6)

A:

Q: find lim ( Sx²+ax-Jxb% 2. Xつや

A: Solution  limx→∞Axn=0 , where A is constant and n>0

Q: sinx-0.5 I| lim- X- 6 Select one: True False ||

A:

Q: Find the limits sin (sinx) lim

A: limx→0sinsinxx

Q: Find the limits a lim X→5 (x2-5x) / (x2-3x -10)

A: limx->5x2-5xx2-3x-10

Q: Sfsin(r – y kýyd . B. (i) Evaluate 00 sVx+1 lim (ii) Evaluate * 4Vx +3

A:

Q: tan x B:: Find limx-0

A: Limit of the function

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A: Value=?

Q: x² - 4x+3 lim Find the limit: x - 8x +15.

A:

Q: x→0 cot3

A: we are given  limx->06x cot3x which is = limx→06x( cos3xsin3x) if we apply limit we will get…

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A: We want to find given integral.

Q: 1 c) lim x+0 \ex-1 X.

A: the given expression is: limx→01ex-1-1x…

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A: Given :          limx→0tanx-xx3

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A: Limit: Limit is a mathematical concept based on the concept of proximity that is used to give values…

Q: lim (1+ tan 3x)*

A:

Q: V5x+4-3 3) lim X-1 x-1

A:

Q: 4. Find: b) lime X0 x sinx

A: Find the limit by using L'  Hospital rule

Q: Evaluate the limit 2x + 4 lim I→ 0 3x2 - 7x + 7

A: Given

Q: Graph of y = B(t) y = B(1) a) Evaluate lim B(t). t-2+ b) Evaluate 奥B(). →2- c) Evaluate B(2)

A: Topic - value of limit of function From graph Note - as per bartleby Guidelines We are supposed To…

Q: Find lim x+x:

A:

Q: Find lim (V + 1 - Vĩ).

A: To find the limit

Q: lim x>-3- x² +2xr-3 a. X- 7X b. lim x>-3+ x2 +2x-3 lim x>-3 x² +2x-3 C. X- ,X

A:

Q: Зх + 5 3 lim 6х — 8

A: Given limx→∞(3x+56x-8)13

Q: nd lim sinx -b x2 our answer: b. 2b does not exist ear answer

A:

Q: Find Lim 5e*-2x x-0 A. 5e C. 5 D. 0 B.

A: Solution

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.