Standard Position
Quadrants
Trig Ratios
Sine Law
Cosine Law
100

This is the point where all angles in standard position begin.

What is the origin?

100

This quadrant contains angles between 0° and 90°.

Answer: What is Quadrant I?

100

This trig ratio equals opposite ÷ hypotenuse.

What is sine?

100

This law is used when you know two angles and one side.

What is the Sine Law?

100

This law is used when you know SAS or SSS.

What is the Cosine Law?

200

Angles in standard position start on this axis.

What is the positive x-axis?

200

In this quadrant, sine is positive and cosine is negative.

What is Quadrant II?

200

sin(30°) equals this value.

What is 1/2?

200

The Sine Law formula is this.

What is a/sinA = b/sinB = c/sinC?

200

The Cosine Law formula is this.

What is
c² = a² + b² − 2ab cosC?

300

An angle measuring 270° ends in this quadrant or axis.

What is the negative y-axis?

300

In this quadrant, tangent is positive but sine is negative.

What is Quadrant III?

300

cos(60°) equals this value.

What is 1/2?

300

This is another name for AAS triangles.

What is Angle-Angle-Side?

300

Find angle C= if a=3, b=4, c=5 

What is 90°

400

A 135° angle lies in this quadrant.

What is Quadrant II?

400

This is a coterminal angle for 330°.

What is −30°? (or 690°)

400

tan(45°) equals this value.

What is 1?

400

This situation can produce two possible triangles.

What is the ambiguous case?

400

Find side a if b=6, c=8, and A=60°.

What is 7.21

500

This is the reference angle for 210°.

What is 30°?

500

This is the reference angle for 315°.

What is 45°?

500

If opposite = 5 and hypotenuse = 13, this is sin θ.

What is 5/13?

500

If angle A = 30°, side a = 10, angle B = 60°, find side b.

What is about 17.3?

500

Find Angle A if a=7, b=9, c=12.

What is 34°

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