Lecture 2 Flashcards

1
Q

1^n = ?

A

1

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2
Q

n^0= ?

A

1

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3
Q

What is trigonometry?

A

It is a collection of mathematical techniques which make use of trigonometric functions (also called circular functions).

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4
Q

What are the trigonometric/circular functions called?

A

Sine, cosine, and tangent functions

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5
Q

What does trigonometry come up in?

A

Vector calculations, circular motion, study of oscillations and waves.

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6
Q

A circle is dived up into 360°. This is for historical reasons, and 360 is a number with a lot of…

A

divisors

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7
Q

The total circumference of a circle is..

A

2πr

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8
Q

The radian goes from…

A

0 to 2π

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9
Q

An Arc subtended by an angle in radians is given by …

A

S = rθ

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10
Q

SOH CAH TOA!- To find an angle

A

practice!!

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11
Q

sinθ/cosθ=

A

tanθ

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12
Q

π/6 =

A

30°

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13
Q

π/3=

A

60°

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14
Q

π/4=

A

45°

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15
Q

π/2=

A

90°

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16
Q

The small angle approximation- If the angle (in radians) is small, θ &laquo_space;1, then:

A

sinθ ≈ θ
tanθ ≈ θ
cosθ ≈ 1

17
Q

For tan- At θ= 90°, tan(θ
0 is undefined (goes to infinity) because the denominator Adjacent becomes zero.

A

Now try remember what you just read!

18
Q

Shape reasoning for tan:

A

It starts at 0, increases gradually, then shoots up rapidly as θ nears 90°

19
Q

Look at graph and try remember all the other reasonings and θ= 0 and θ=90°