Exam 2 Info Flashcards

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1
Q

Average rate of change equation

A

(F(b) - f(a))/ b - a

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2
Q

You here derivative

A

Think instantaneous rate of change

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3
Q

Formal def of derivative

A
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4
Q

Secant line

A

Linear line showing instant rate of change

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5
Q

Slope intercept form

A
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6
Q

Different ways to write derivative (4)

A

Df/dx, deltaf/delta x , f prime, d/dx •(fx)

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7
Q

What makes something non-differentiable?

A

Jump disc, inf disc, vertical tang line, corners, cusps, and oscillation. RAYS ARE BAD

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8
Q

Constant rule of derivatives

A

Derivative of constant = 0

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9
Q

Linear function rule

A

F prime of mx + B = m or the slope of the linear line

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10
Q

Power rule

A

Cx^r Multiply function by r and -1 to exponent

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11
Q

Constant multiple rule

A

Constants in front of variables don’t change

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12
Q

Sum rule

A

F(x) = g(x) +h(x) = prime F(x) = prime g(x) + prime h(x)

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13
Q

With derivative with respect to x when deriving y

A

Add a y prime when doing calculation

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14
Q

Quotient rule

A

Low times d high minus d low times high over low^2

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