x2 + 3 x < -4 3x 5 -4 < x < –1 Find the following where M(x) = -1 < x < 2 5x +1 4 < x <7 2x + 8 7 < x 7 %3D g) M(-10) h) M(1.5) i) М(5.5) 3.

Q: |x + 7| X < -7 X + 7.

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A: Given function is f(x)=x+34x-63x+5

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A:

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Q: If Var[x]=0.4, what is Var[2x+1] = ?

A: According to the given information, we have Var[x] = 0.4

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A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…

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A: Note: Hi! Thank you for the question, as per the honor code, we are allowed to answer three…

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A: Product rule of differentiation: If p(x) and q(x) are two functions of x, then…

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A: **Since you have asked to solve question no. 42, you will solve that question.Question 42.We need to…

Q: Find The value of K, to Continue The Function X-2 - fx) = 4- VI4+X メ+2 メ=2

A:

Q: Sx² – 4 if x # -3 -2 if x = -3' Evaluate f(4), f(0), f(-3) and f(-2/3)

A: fx=x2-4if x≠-3-2if x=-3 We have to evaluate f4 , f0 , f-3 and f-23

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A: Consider the function  f(x)=x2−3x+32.1

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A: # (a) part seems incomplete. Therefore solving the second part The given function is…

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Q: L{ 13/2 }

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Q: Expression Domain Range 1. /(x) =(1/2)*1! 2. f(x) - 32 3. f(x) = -(5)* 5. Ax) (1/3)-+ 6. f(x) - 2-1…

A: Dear bartleby student ,According to bartleby rule Answer the first question, unless the student has…

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Q: Which of the following statements is not true for f(x)? S2+3 x 0 f(x) = o f(1) = 4 o f(0) = 3 %3D…

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Q: Does S = {x² + 1,x² – 1, 2x – 1} span P2?

A: we know dimension of P2 is 3 so any set which span P2 must have at least 3 elements. here given set…

Q: Option 1 ……... x² + 3 x² + 1

A:

Q: If VAR(X) = 8, E(X)= 3, then E(X – 2)² = None

A: Provided information is,  VAR(X) = 8, E(X) = 3 From given information,…

Q: Evaluate the difference quotient for 7x+1. Az) - f(x) = 2 7/2 7 O 1/2 O O

A: Here we have to find the quotient difference of a function.

Q: (6) (x)어

A: we have been given f4(x)=(x2+1)2 we have to find the value of f6(x).

Q: . Let f(x) = x2 + x + 3, g(x) = 5x + 3 and h(x) = 2x2 – 4x + 1. Find the following: a. f(4x) b.…

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Q: 2 Let s(x) = x ² − 8x + 4 and t(x) = - 2x - 4. Part A: Find s(x) + t(x). Part B: Find s(x) - t(x).

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Q: It is given that at x = 1, the function x4 - 62x2 + ax + 9 attains its maximum value in the interval…

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Q: (7 Find the absolute extreme values (maxima minima) for gcx) = -x²+(6x -8 on Ca,4].

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Q: Q2/ Max and Min F= 2X1+ 5 X2 using graphical method: X1+2X; < 60 Xi+X; 2 30 X1-2X; 20 X1, X; 20

A: