Pythagoras 1
Pythagoras 2
Either
Trigonometry 1
Trigonometry 2
100

When using Pythagoras Theorem, the Hypotenuse is labeled with what letter? 

C

100

When using Pythagoras Theorem, the shorter sides are labeled with what letters? 

a or b

100

When using Trigonometry, the side length across from the angle is called?

Opposite

100

When using Trigonometry, what side is between the two angles?

A

100

When using Trigonometry, the side length across from the 90 degree angle is labeled with what letter?

H

200

When using Pythagoras Theorem, what is the formula to calculate side c?

c=sqrt(a^2+b^2)

200

When using Pythagoras Theorem, what is the formula to calculate side a?

a=sqrt(c^2-b^2

200

When using Pythagoras Theorem, what is the formula to calculate side b?

b=sqrt(c^2-a^2

200

sin (θ)=

O / H

200

cos(θ)=

A/H

300

Calculate the length of the hypotenuse: 

26

300

Calculate the length of the Hypotenuse (to 2 dp):


7.62

300

Find: cos(16) (to 2 decimal places)

0.96

300

Find: tan(60) (to 2 decimal places) 

1.73

300

Find: cos(59) (to 2 decimal places)

0.52

400

Calculate x (to 2 dp):

23.24

400

Calculate x (to 2 dp):

19.24

400

When using Trigonometry, what trigonometric ratio is used to calculate the hypotenuse side when given the adjacent?

H=A/cos(x)

400

When using Trigonometry, what trigonometric ratio is used to calculate the opposite side when given the adjacent?

O=A*tan(θ)

400

When using Trigonometry, what trigonometric ratio is used to calculate the Hypotenuse when given the opposite side?

H = O /(sin(θ)

500

What is the length of bd?

12

500

Abbie rides her bicycle 21 km west and then 18 km north. How far is she from her starting point? (to 2 dp)

27.66 km

500

Using Trigonometry, calculate the Hypotenuse when the Adjacent side = 19 and the angle = 78?

c = 91.38

500

Using Trigonometry, calculate the Adjacent when the Opposite side = 13 and the angle = 6? 

A = 123.69
500

Using Trigonometry, calculate the Hypotenuse side when the Opposite = 8 and the angle = 56?

H = 9.65