GAME DESIGN A computer science student is designing a bike racing game for mobile phones. One of the ramps that a biker must ride over in the game is defined by the function r(x) = -x-375) + 125, where r(x) is the height of the ramp in pixels, and x is the distance in pixels from the lower left corner of a mobile phone's screen. Graph the function and determine the key features. Then interpret the key features and constraints in the context of the situation.

Q: Find the maximum or minimum value of the function. y = x2 − 8x + 19

A: To find the maximum or minimum value of the function. y = x2 − 8x + 19.

Q: X 2

A: To write the standard form of the quadratic function whose graph is parabola.

Q: q(x) = −13x² + 15x – 1 m(x) = 7x-15 f(x) = ax + b q(x) = ax² + bx+c b(x) = x² +9x - 4

A: Given  Linear and quadratic function

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Q: Determine the initial value of the quadratic relation y = 7x²+2x-32. Enter a numeric value only.

A: Introduction: For a function, there is also an initial value. The initial value of a function is the…

Q: Use the function f(x)=x^2-6x+13 to answer how to algebraically find the vertex.

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Q: Write a quadratic function that fits the points (2, 27), (4, 61), and (7, 142).

A: According to the given question, y(2) = 27 y(4) = 61 y(7) = 142

Q: y = 2Vx + I – 3

A: Consider y=2x+13-3. Put x=0. We get  y=20+13-3=213-3=2-3=-1

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Q: Given a quadratic function with vertex (4, -2) that opens upwards, find the range.

A: Solution:-

Q: The graph of a quadratic function f passes through the points (−2, 4), (1, 1) and (5, 0). What is…

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