What does the acronym Soh Cah Toa stand for?
Sine Cosine Tangent
List what kind of triangle(s) the Pythagorean Theorem can be used for
Right Triangle
What is the formula for Geometric Mean using the given image?
What are the 4 ways a triangle can be proven congruent, using two triangles, with just sides and angles? (HINT: 3 letters represented as S and/or A)
SSS, SAS, ASA, and AAS

Solve for a:
Which formula/theorem is used above?
Leg Theorem
What part of Soh Cah Toa would you use to solve for x?
Sine/Soh
What are the 2 special right triangles known as?
30-60-90 Triangles and 45-45-90 Triangles
State how you can solve for both legs using the respective image (HINT: the legs are a and b):
Solve for e:
e = 8

Which formula/theorem would be used to solve for c?
Pythagorean Theorem
Given that John is 42 feet away from the base of a house looking up with an angle of elevation of 48, how tall is the house?
46.6 degrees
Determine if the following is a Pythagorean Triple:
52 + 122 = 132
Yes
What theorem would you use to solve for h? State the name and the formula.
Altitude Theorem -
Solve for BC:

BC = 21.5
Solve for x:

Which formula/theorem would be used to solve for the following?
Inverse Tangent
Solve for d:
*Round to the nearest tenth

d = 18.9
Solve for x:

x = 10
Find x (simplify):
x = 2
Solve for x:
*Round to the nearest tenth
x = 116.8 degrees
Solve for x:

Which formula would be used to solve for the following?
Law of Cosine
Solve for BC:
*Round to the nearest tenth

BC = 14.6
Solve for side c:
*Round to the nearest tenth if needed*

side c = 18 cm
Find x (simplify):
2√ 3
What is the formula for solving for the cosine of a triangles angle?
Cos(C) = (a2 + b2 - c2) / (2ab)
Given the highlighted parts, which Angle of Congruence would be used to solve the following?
None of the above - this utilizes SSA, which is not an Angle of Congruence