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SAT Math Destroyer Crash Course - Quadratics Destroyer - Maximum and Minimum | Worksheet

Maximum and Minimum

This worksheet covers Maximum and Minimum, which is part of the Quadratics Destroyer module in the SAT Math Destroyer Crash Course course. Practice problems are designed to strengthen key concepts and build confidence.

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Related Lessons:

One Two No Solutions
Factoring With Coefficient of One

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Maximum and Minimum

Quadratics Destroyer • SAT Math Destroyer Crash Course

Set 1 — Mastery

A chemist is studying a reaction that follows the equation $y = -2x^{2} + 8x + 3$ . What is the maximum yield of the product?

A) $11$

In a certain chemical reaction, the profit function is modeled by $P(x) = -3x^{2} + 27x - 54$ . What is the minimum profit?

A quadratic model of temperature change is given by $T(t) = -t^{2} + 6t + 5$ . What is the maximum temperature reached?

A) $11$

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Set 1Mastery Custom Worksheet

Other Sets

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Set 1Mastery Custom Worksheet

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Set 1Mastery Custom Worksheet

Other Sets

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Set 1Mastery Custom Worksheet

B) $12$

C) $9$

D) $10$

- 54

-54

- 54

B) $0$

C) $-36$

D) $-54$

11

11

B) $14$

C) $17$

D) $12$