Mathematics Flashcards by Grace Best

Q

Parallelogram

A

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Q

Rhombus

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Q

Surface Area and Volume [cylinder and sphere]

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Q

Surface Area and Volume [cone]

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Q

Volume of Irregular Prisms and Pyramids

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Q

Trigonometric Ratios

A

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Q

Inverse Trogonometric Ratios

A

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Q

Graphs of inverse trig functions

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Q

Complementary trig angles

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Q

Unit Circle

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Q

Trig manipulation [tanø]

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Q

Trig manipulation [Pythagoras]

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Q

Non-right angled trig [Cosine Rule]

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Q

Parabolic Loci [x²=4ay]

A

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Q

Parabolic Loci [y²=4ax]

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Q

The General Parabola

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Q

General Parabolic Loci

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Q

First Derivative Curve Nature

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Q

Local Minimum Stationary Points

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Q

Local Maximum Stationary Points

A

Q

Horizontal Points of Inflection

A

Q

Horizontal Points of Inflection continued

A

Q

Higher Derivatives

A

Q

Geometical Meaning of the Second Derivative

A

Q

Concavity [concave up]

A

Q

Concavity [concave down]

A

Q

Changing Concavity

A

Q

Nature of Stationary Points

A

Q

Curve Sketching Using yⁱ and yⁱⁱ

A

Q

Stationary Points Summary

A

Q

Maximum and Minimum Values

A

Q

Primitive Function

A

Q

Primitive Function [MTaylor]

A

Q

Trapezoidal Rule

A

Q

Trapezoidal Rule [MTaylor]

A

Q

Trapezoidal Rule [example]

A

Q

Simpson’s Rule of Approximation

A

Q

Simpson’s Rule [MTaylor]

A

Q

Integration

A

Q

Definite Integrals Integration

A

Q

Definite Integrals Integration continued

A

Q

Indefinite Integrals Integration

A

Q

Integration [area enclosed about the y-axis]

A

Q

Example of Area Bounded by the Y-axis

A

Q

Area Between Two Curves

A

Q

Function of a Function Integration

A

Q

Rotational Volume [x-axis]

A

Q

Rotational Volume [y-axis]

A