MEMORIZE FOR CALCULUS ll

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Stuff for OCC Math 1740

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67 Terms

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<p>Reciprocal Identities</p>

Reciprocal Identities

Reciprocal Identities

<p>Reciprocal Identities</p>
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<p>Reciprocal Identities</p>

Reciprocal Identities

Reciprocal Identities

<p>Reciprocal Identities</p>
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<p>Reciprocal Identities</p>

Reciprocal Identities

Reciprocal Identities

<p>Reciprocal Identities</p>
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<p>Quotient Identities</p>

Quotient Identities

Quotient Identities

<p>Quotient Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Pythagorean Identities</p>

Pythagorean Identities

Pythagorean Identities

<p>Pythagorean Identities</p>
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<p>Double Angle Identities</p>

Double Angle Identities

Double Angle Identities

<p>Double Angle Identities</p>
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<p>Double Angle Identities</p>

Double Angle Identities

Double Angle Identities

<p>Double Angle Identities</p>
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<p>Double Angle Identities</p>

Double Angle Identities

Double Angle Identities

<p>Double Angle Identities</p>
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<p>Half Angle Identities</p>

Half Angle Identities

Half Angle Identities

<p>Half Angle Identities</p>
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<p>Half Angle Identities</p>

Half Angle Identities

Half Angle Identities

<p>Half Angle Identities</p>
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<p>Trig Substitution x=</p>

Trig Substitution x=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution sqrt(a²-x²)=</p>

Trig Substitution sqrt(a²-x²)=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution dx=</p>

Trig Substitution dx=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution x=</p>

Trig Substitution x=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution sqrt(a²+x²)=</p>

Trig Substitution sqrt(a²+x²)=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution dx=</p>

Trig Substitution dx=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution x=</p>

Trig Substitution x=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution sqrt(x²-a²)=</p>

Trig Substitution sqrt(x²-a²)=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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<p>Trig Substitution dx=</p>

Trig Substitution dx=

Trig Substitution 

<p>Trig Substitution&nbsp;</p>
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Trapezoidal Rule

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Simpsons Rule

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<p>Partial Fractions </p>

Partial Fractions

Partial Fractions

<p>Partial Fractions </p>
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<p>Partial Fractions </p>

Partial Fractions

Partial Fractions

<p>Partial Fractions </p>
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<p>Partial Fractions </p>

Partial Fractions

Partial Fractions

<p>Partial Fractions </p>
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<p>Partial Fractions </p>

Partial Fractions

Partial Fractions

<p>Partial Fractions </p>
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<p>Partial Fractions </p>

Partial Fractions

Partial Fractions

<p>Partial Fractions </p>
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Weight Density of Water

62.5 lbs/ft³

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Washer Method for Volume

<p></p>
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Disc Method for Volume

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Shell Method

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Comparing Volume Methods

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Error for Midpoint Method

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Error Bound for Trapezoidal Rule

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Error Bound for Simpsons Rule

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Work (Standard) =

Work = F (Force) *D (Distance) (W=F(x)dx)

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Force (Standard) =

Force = M (Mass) * G (Acceleration)

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Force (Spring) =

Force (Spring) = k (Spring Constant)* X (Distance between Natural Length and End Length)

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Force (Weight) =

Force (Weight) = W (Weight Density) * X (Amount: Feet, Feet² …) Basically KX K=lbs/ft, lbs/ft² … * Amount

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Work (Pumping Liquid) =

Work (Pumping Liquid) = (p(density) * g (acceleration)) (integral(a to b) V (Volume) * D(displacement) (both as a function of x) dx)

<p>Work (Pumping Liquid) = (p(density) *<em> g (acceleration)) (integral(a to b) V (Volume) </em>* D(displacement) (both as a function of x) dx)</p><p></p>