Use a table to evaluate lim tan z O Does not exist 8.

Q: Find lim Itcos 2X メ 니(x- 폰) 2

A:

Q: What is the value of lim (1+ 4 )": п 4n O-1+i V2 O 1+i V2 O -1-i V2 1-i V2

A:

Q: Evalugte lim(3x-1)/x Xー>○ X/2

A: The solution is :

Q: Does lim

A:

Q: find lim ( Sx²+ax-Jxb% 2. Xつや

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

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

A:

Q: Evaluate: " 3x3-3х2-18х lim xsinx+2 sinx

A: Value=?

Q: x→0 cot3

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

Q: Q6) Find the value of lim X-0

A:

Q: Explain why lim(3x² + &x) can be evaluated by substituting x = 2.

A: Let f(x) is any function and if f(x) has no holes or asymptotes then limx→af(x)=f(a)

Q: Evaluate, lim                            (x3+8/x+2) x-->-2

A:

Q: lim (1+ tan 3x)*

A:

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

A:

Q: Evaluate: Lim

A:

Q: x3/245 (B) Find limyJ+4

A:

Q: Evaluate lim (Hint: x – 1 = 1Vx2³ - 1³.) xSi x - 1

A: Here given limit L=limx→1x3-1x-1

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

A:

Q: 13x3sin(는)= 13 2.플) .3, lim %3D (x.y) → (1,-

A:

Q: Show that lim n2 +00

A:

Q: Use the comparison test to show that lim ootu 6n +n³ 5n - n³

A:

Q: Evaluate lim (x² + e²=)/=

A: The expression for the function is

Q: Evaluate lim x Inx². x→0+

A: We have to find the limit.                                   limx→0+xlnx2

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.