1.3.1 Geometry Flashcards

1
Q

What is the second way of measuring an angle?

A

Radian

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2
Q

What is the radian, and what does this mean the angle is?

A

Part of the circumference equal to the radius. This means the angle is radian 1

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3
Q

How is the length of the arc always given?

A

Angle in radians x radius

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4
Q

What is the equation for angle in radians?

A

Length of the arc / radius

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5
Q

What is 30 degrees in radians?

A

Π/6

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6
Q

What is 45 degrees in radians?

A

Π/4

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7
Q

What is 60 degrees in radians?

A

Π/3

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8
Q

What is 90 degrees in radians?

A

Π/2

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9
Q

Find the angle in radians subtended by an arc 12.9cm long whose radius is 4.6cm?

A

angle in radians= length of arc/ radius

12.9 divided by 4.6 = 2.804 radians

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10
Q

How do you work out the degrees angle from radians?

A

Angle in degrees = 180x radians/ Π

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11
Q

How do you express an angle in radians from degrees?

A

Πxdegrees / 180

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12
Q

What is an acute angle?

A

Less than 90

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13
Q

What is a right angle?

A

90

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14
Q

What is a reflex angle?

A

Bigger than 180

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15
Q

What is a complementary angle?

A

Sum of the angles = 90

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16
Q

What is a supplementary angle?

A

Sum of angles = 180

17
Q

When two straight lines intersect what are the opposite angles?

A

Equal

18
Q

When parallel lines are cut by a transverse which angles are the same?

A

The angles in the same positions (corresponding).

The opposite angles on the opposing (alternate)

19
Q

What is a cartesian graph?

A

Standard x and y that intersect at 0

20
Q

If the data line in a graph is straight what does this mean for the data?

A

It is directly proportional.

21
Q

What is a hyperbola in a graph?

A

A data line that is curved.

22
Q

Where is the sine waves start point?

A

Zero

23
Q

Where is the cosine start point?

A

Its maximum output.

24
Q

What is a nomogram?

A

A graph used to solve complex problems with more than one variable.

25
Q

What are nomograms also known as?

A

Alignment graphs.