lim f(x)= c) f(1) = a) x-1* lim f(x)= d) lim f(x)= b) x+3

Q: 2-limx-o(x. secx.cscx)

A: To find the limit of the following.                                     limx→0 (x sec x csc x)

Q: What is lim1 f (x) ? X

A: Find your answer below

Q: lim2

A: Explained below

Q: IF FLX)= and Lim F(X)6 F(-)=2 b X<l Find a,b when X#0

A:

Q: If 2x - 2s f(x) sx² - 2x + 2 for x 2 0, find lim f(x). x-2

A:

Q: a) lim 2+1 - 2x - 5 (2x - 1)³

A: Topic:- calculus

Q: (x+2)2 - 4(x+5) limx x- 4

A: Given,             limx→4x+22-4x+5x-4

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

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

Q: Guess the value of lim x 0 (tanx-x)/x3

A: Given :          limx→0tanx-xx3

Q: lim (2x-5x) is x--2

A:

Q: (d) lim x/x

A: Given: Let y=limx→∞ x1x To Find: To evaluate the given limit.

Q: Find lim f(x), where lim x→4 f(x)-5 X-4 X-2 = 13

A: We need to apply the limits to find the expected value

Q: d) (x+27) -3 X lim-

A:

Q: Given f(x) = 3/(4-x)3 , evaluate limx=4+ f(x)

A:

Q: x² – x – 2 | Consider f(x) = x 3 owing limits and enter vour answers below rounded to the nearest…

A:

Q: For the function shown in the graph, find the indicated function value and limit. O A. Does not…

A: Consider the graph

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 h-0 f(5+h)-f(5) h if f(x) = -2x-1.

A:

Q: f(x) Let lim f(x) = - 8 and lim g(x) = - 4. Find lim Xa xa Xa 9(x) O A. 10 О В. 2 OC. O D. -4

A:

Q: Let f(x)=2x+5. Find lim h-0 (f(a+h)-f(a)/h)

A: Topic :- limits

Q: 2x So" et (c) lim (d) lim (3r +e") 2

A:

Q: d. lim f(x) %D X-3-

A:

Q: 3x(x - : lim Tx - 1| X1+

A: Replace the value of the limit and x.

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.