MUST SHOW ALL WORK USING CALCULUS. EXACT VALUES FOR ALL ANSWERS For the function f (x) = - 3z: intercepts- (0,0), (1.7,0), and (-1.7,0) (PARTS A-C, MUST SHOW ALL WORK USING CALCULUS] A. Find any critical values B. Find the relative max/min and intervals of increase and intervals of decrease C. Find the intervals of concave up/concave down and any inflection points D. Graph the function (DO NOT UPLOAD PICTURE OF GRAPH HERE, UPLOAD WITH WORK FOR EXAM AT THE END) Critical Values: Relative Max: Relative Min: Intervals of Increase: Intervals of decrease: Concave Up: Concave Down: Inflection Points:

Q: VAI a. b. Given y =(x-2)²(3-x). Find the C. d. stationary points, interval of increasing and…

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Q: Estimate the slope of the graph at the points (X₁,Y₁) and (x₂, ₂). At (x₁, y₁), slope = At (x2, y₂),…

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A: Given the function is fx = x2+4x-21. We have to find the x and y intercepts.

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Q: Find all relative maxima of the given function. y = x* - 8x³ +16x² +6 O a) (0, 6), (4, 6) O b) (0,…

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Q: Find the x and y intercept

A: To find the x-intercept we simply put y=0 and to find y-intercept we put x=0.Given line

Q: 1) The equation x² – y² = 36 implicitly defines the function y(x). We are interested in y(-8) > 0.…

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Q: Find the interval notation of the domain

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Q: f(x, y) = [x² + y² if x² + y² < 1 1 if x² + y² ≥ 1

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Q: Find the domain and range of y=f(x)

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Q: a. Domain: Supply the following information. (Note: look at x-values for c. and d.) (2.10) b. Range:…

A: As per our guidelines, we are supposed to solve only first three subpart. Kindly repost other…

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A: Ans= (-2,6)  For detail go through the solution

Q: 4. (a) {(x, y)|y = (x – 1)² + 2} (b) {(x. y) | x = (y – 2) + 1} (c) {(x, y) | y = (r + 2)' - 1} (d)…

A: (a) Given that x,y:y=x-12+2 The function f(x)=(x-1)2+2. The domain for the function is (-∞,∞). (b)…

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Q: 01. What is the point of the minimum of the function y = 4x? + 4x – 15? А. (0.5,-16) В.(-0.5,-16) С.…

A: Given:- y= 4x2 +4x –15 Find the point of the minimum of the function Now, Let the point are (x, y)

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Q: The ordered pair (x, 5) is a solution to the function f(x) = x2 + 1. O True O False

A: Given that: f(x)=x2+1