lim x--> negative 0.      f(x) lim x--> 4.      f(x) lim x--> positive 0.      f(x) lim x--> 2.      f(x)

Q: How does the function behave as lim x → 3- for 7/(3(x-3)(5-x))?

A:

Q: f(x+Ax)- f(x) Using the first principle of derivative f'(x) = %3D Ax Ax-0 Differentiate: y 4x - 6

A: Derivative of the function

Q: Lm x+h -区 メ+h -x , h#o.

A:

Q: Difference between f(c) and lim f(x) as x approaches c

A: Consider a function fx. The lim f(x) as x approaches to c is said to exist when the right hand limit…

Q: Find the value of lim f(x) 1 f(x)3= 1+5/x -0.6 -0.5 0.16 01 E -0.6

A: To find out the correct answer.

Q: f(x) If lim f(x) = o and lim g(x) =L < 0, find lim g(x)' XーX0

A:

Q: x²+x-2 1. lim X-o 4x-1

A:

Q: lim (r -2)11/(3-z)

A: Firstly, we take log on both sides and use the result that  log m^n=nlogm.

Q: (d) lim x/x

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

Q: x - 2x +4x–8 Draw a graph of the function R(x) = Justify all major features using limits. x -11x+18

A: To solve the following problem

Q: 5x – 1, {2x² – 3, x 3 -

A: Given: The function, fx=5x-1,       x&lt;32x2-3,      x≥3.

Q: lim (9X+1) ² X→-1

A:

Q: If lim f(x) = - infinity x-->-1+ and lim f(x)=-infinity x-->-1-, what can you say about lim f(x)…

A: answer

Q: 1. lim x-2 (2x + 3)

A: 1. To find the given limit limx→ 22x+3

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.