glasskerfu
2021-01-31
Answered

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Liyana Mansell

Answered 2021-02-01
Author has **97** answers

To solve

To factor a quadratic of the form

For

Now that we have the equation factored, we can use the Zero Product Property to solve for x. The Zero Product Property states that if

The solutions of the equation are then

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Differentiate.

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Consider the function $f\left(x\right)=2{x}^{3}-6{x}^{2}-18x+9$ on the interval [-2,4].

What is the absolute minimum of f(x) on [-2,4]?

What is the absolute maximum of f(x) on [-2,4]?

What is the absolute minimum of f(x) on [-2,4]?

What is the absolute maximum of f(x) on [-2,4]?

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For the function, find the point(s) on the graph at which the tangent line has slope 3.

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$y=\frac{1}{3}{x}^{3}-3{x}^{2}+11x+15$

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The value of the expression -|-15|+|-62|.

The value of the expression -|-15|+|-62|.

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Tell whether each function represents exponential growth, exponential decay, or neither. Justify your responses.

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Elementary solutions of the equation of a quadratic formula

We know that when$A=0$ , the quadratic equation $A{x}^{2}+Bx+C=0$ has one solution, $-\frac{C}{B}$ .

We know that when

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Solve each inequality. $|2x+7|\le 13$