The function / has a domain of (1, 3, 5, 7) and a range of (2, 4, 6}. Could the following set of coordinates represent function f, {(1,2), (3,4), (5,6), (7,2)}? Explain your answ

Q: What are the basic properties of limits of functions of two independent variables?

A: What are the basic properties of limits of functions of two independent variables?

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A: According to graph

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A: Using chain rule

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A: If C and D are two sets, a function from C to D is a rule that gives us unique b∈D for every a∈C.…

Q: The range of f(x) 3 (2х — 1)(1 — 3х) + 4x2 is О 44/9, со) О -со, 35/9] О 23/5, со) О 17/3, со) О -о,…

A: Given  fx=2x-11-3x+4x2 Here we have to find the range

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A: Given function is F(x) = x3 + x2 - 9x + 8

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Q: Prove that a function of the form:is an even function.

A: The given function is  y=a2nx2n+a2n-2x2n-2+...+a2x2+a0

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A: Given,  The function is  y=3-t-3 Interval is [-1,5] The given function is a modulus function which…

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A: Consider the given: From −2<x≤0,Line −2,−2, and 0,0,m=y2−y1x2−x1m=−2−0−2−0m=1−2=1−2+cc=0y=x

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A: Given function is f(x)=3x+5 given domains are -1,0,4,7 find the range of the function

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Q: Let f be a 1-1 function be defined by f={(-2,-1), (0,2), (2,5), (5,-3)}. What is f^-1 (5) ?

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Q: what value of x is f(x)=6 f={(2,5), (6,5), (3,4), (-1,6)}

A: fx=6 & f=2, 5, 6, 5, 3, 4, -1, 6

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A: To write the equation of line.

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Q: Let f= {(1,- 2),(8,0).(3,8)} and h= {(-2,8).(3,0)}. Find foh.

A: We know thatf∘g=f(g(x))

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Q: Find the domain of the function. 4) f(x) = x2 + 3 A) (-«, -3) u (-3, ∞) C) (-3, «) 4) B) (-*, «) D)…

A: We will find out the required domain.

Q: (-3,3) Homework f(x) G5,1), Evauate (4,-2) -- ,f(x)dx

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Q: If the graph of a linear function z = f(x, y) travels through the points (1, 2, 3), (2, 2, 4) and…

A: here option (a) is true because this is a linear function if graph of this function passes through…

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A: Here is the solution:

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Q: The range of the function f = {(1,4), (2,6), (3, 12), (4, 19)} is O (1,2, 3, 4} O (4, 1), (6, 2),…

A: Range is the output values for which given function is defined.

Q: Check the differentiability of the function flz)= (スー1)

A: fz=z-1¯2z+1⇒fz=z¯2+1-2z¯z+1 Differentiating wrt z¯, we get  ∂f∂z¯=2z¯-2z+1

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Q: ,3]---->R F(X)=2X-3 من المعلومات .A (7,5-, 3-, 1-, 1,3) .B (-7, -5,3-, 1-,1,3-) .c (-7,-5,-3,-1, 1,…

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