What is the Pythagorean Theorem formula?
c=sqrt(a^2+b^2)
When using Trigonometry, the Opposite side is labeled with what letter?
When using Trigonometry, the side length across from the 90 degree angle is labeled with what letter?
H
When solving a problem with the angle of elevation, show should you draw the triangle (what orientation)?

How many degrees in a Triangle?
180°
Set up this problem.
a^2+4^2=5^2
When using Trigonometry, what formula is used to calculate the adjacent side when given the hypotenuse?
cos(theta)=A/H
If you are given the Hypotenuse and Opposite, which Trigonometric Identity do you use to find the angle?
Sine
When solving a problem with the angle of depression, show should you draw the triangle (what orientation)?

When can you use Pythagorean Theorem?
When you have two sides and need a side.
Calculate the length of the hypotenuse:
26
Using Trigonometry, If a triangle had an angle of 44° and an adjacent of 45cm, what is the opposite side? (Tenth)
44.5cm
When using Trigonometry, what formula is used to calculate the Adjacent side when given the Opposite side?
tan(theta)=(O)/A
A person stands 78 ft from the base of a building. The angle of elevation to the top of the building is 57°. How tall is the building to the nearest foot?
120 feet
When can you use trigonometry?
When you have a side and an angle and need a side.
Calculate x (tenth):
23.2
Using Trigonometry, If you have an angle of 13 degrees and an opposite of 50cm, what is the adjacent length?(Tenth)
216.6cm
Using Trigonometry, If a triangle had an opposite length of 13m and an adjacent side of 12m, what is the angle?
47°
A lifeguard is sitting on a chair 10 feet above the ground. He spots a swimmer at an angle of depression of 15°. How far away from the base of the chair is the swimmer to the nearest foot?
37 feet
When you have two sides and need an angle.
What is the length of bd?
12
Using Trigonometry, calculate the Hypotenuse when the Opposite side = 9 and the angle = 24°?
H = 22.13
Using Trigonometry, find the missing angle x.
x=37.2°
Daniel rides his bicycle 21 km west and then 18 km north. How far is he from his starting point? (tenth)
27.7 km
What is the most important take away this unit (what do you have to remember from this unit)?
SOH CAH TOA!!!