Let f: A B be a function and C,D, EC B. If DCC then f-'(DUE) S f-'(ČUE) the above is true O None of these f-1(CUE) = f-1(DUE) f-"(CUE) S f-'(DUE) %3D

Q: What is the domain of f? (-12,0) (24,4) (-8,4) 24,0) (1.0) (0.-2) -4 L(8.-4) (16,0) (-28,-4) -8

A:

Q: Give Three Functions  of Wronskian ?

A: To Give: Wronskian of three functions.   Wronskian:

Q: community give atleast 3 situation could represent function

A: Situation 1-  Voting of presidential candidate in elections. Americans can choose to vote for either…

Q: Is there a function that is both even and odd?

A: Yes, f(x)=0 is both even and odd.

Q: Estimate f(-1.01, 2.01) given that f(-1,2) = -2, fa(-1,2) = -3 and fu(-1,2) = -5. f(-1.01, 2.01)

A:

Q: Find Maclaurin function of fız)- the Z-7 5-22-2

A: We have to solve given problem:

Q: section: what does f' say about F?

A: Actually f' is derivative of a function f. In other word f' is rate of change of f with respect to…

Q: (a) Suppose f:R³ → R² is a function for which and Could f be linear? Why or why not? (b) . that…

A: Part (a):   A function f: R3 to R2 is linear:   By the definition of linear function maps zero…

Q: which function is called enginerring function?

A: In the entire life I have not heard about enginerring function. However there are certain functions…

Q: 1s the ordered pairs a tuncrion? {(3,4)(-3,4)(6,-2)(-2,3)(2,7)(5,4)} a function?

A: We have to check

Q: Assame that fis a cme-to-one function. (2) If F(6) – 17, what is f(17)? (b) IfF (3) - 2, what is…

A:

Q: B. If f(x) = 3*, evaluate 1. f(2) 3. f (-) 2. f(-2) 4. f(0.4) 5. f(T)

A:

Q: Let f (x) = 1(1 2 2 +4. Evaluate f(-8). f(-8) = Number

A: Given f(x) = -½(½)x + 4 We have to find f(-8)

Q: Evaluate 4. sec "xcosec"xdx

A:

Q: Differentiate the following function: xe*

A: No option is correct   final answer= ex(1+x)

Q: Let f = {(4,7), (0,6). (-1,2), (3,3)). Find (a) f(3) and (b) f(4).

A: Given that f=(4,7),(0,6),(-1,2),(3,3). To find : f(3) and f(4).

Q: Evaluate the given function ſ sec5xtanxdx a. sec*x + C b. sin*x + C c. cosx + C d. 금esc5x + C

A: topic - indefinite integral

Q: What are types of functions? Discuss any three with one example

A: See the attachment

Q: 8人t<1 X() = -Lt-2)

A:

Q: Cosx f(x) = function is odd or even

A: A function f(x) is said to be even if f(-x)=f(x) and a function f(x) is said to be odd function if…

Limits of Multivariable Functions

Multivariable calculus is an extension of single variable calculus. It involves several variables instead of just one. Assume there is an open set containing points (x0, y0), let f be a function defined in that open interval except for the points (x0, y0). The multivariable limit of this function as it approaches the points (x0, y0) and is denoted as: