Qucstion 9 Find a. the maximum and minimum points of the curve y =-4x + 30x - 63x+ 30 for -1sxs53; b. the minimum and maximum value of the curve y = 2r -18r - 42x + 100 for -2sxs8. [Answer. min point =(1.5,– 10.5), max point =(3.5,5.5)| Answer: min = -390 at x = 7. max = 122 at x =-1]

Q: Y= -1/2(x+6)^2 + 8 I would like to know how to find the 1: vertex 2: range 3: horizontal intercept.

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Q: Find x and y intercepts for 8x/x2+7

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Q: Find the slope of the curve y = x3 + 8x +14, where the curve crosses the x-axis

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Q: degree

A: We will find the equation.

Q: Please get the factored form, minimum, and the decreasing interval

A: Given that :f(x)=-x3+x2+12x

Q: Determine the vertex of the function y=-2x2- 20x-51 O A) (2, -51) O B) (-5, -1) O C) (-2, -51) O D)…

A: Option (B) is correct.

Q: 12. Step 2: Complete the table for y < * + 3. y = * +3 2 -2 y = x + 3 * -2 0 2 v 135 y =x+3 2 -2 0 2…

A: Given, y= x+3

Q: Find the quadratic y ax²+bx+c that best fits the data points (-2,-43), (-1, 79), (0, −55), (1, −5),…

A: We have to find the quadratic y = ax2 + bx + c that best fits the data points (-2,-43), (-1,79),…

Q: Find the slope of 5x³ - 8x² + 5x -22 at x= 12

A: Given: 5x3-8x2+5x-22 To Determine: Slope at point x=12

Q: Question 6 Given the function g(n) = (n − 1)(n + 4) (n − 3) its g-intercept is > its n-intercepts…

A: Given g( n ) = ( n -1 ) ( n + 4 ) ( n - 3 )

Q: Find the domain and range of y = 1+ v8 + x³.

A: We have to solve

Q: The coordinate of the vertex of y= a(x-p)^2 + q is

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Q: Graph the line 3y 2x 3 5+ 4. -5 -4 -3 -2 -1 -1 -2 -3 -4 to

A: Given:     Line  3y-2x=3              3y=2x+3               y=23x+1 Put x=0 to get y-intercept…

Q: Determine the slope and the y-intercept 4y-3x316

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Q: What are the ordered pairs for 3x - 2y = 4?

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Q: The line y=9x-4 intersects the quadratic function y=x2+7x-3 at one point. What are the coordinates…

A: Given query is to find intersection point.