This trigonometry ratio relates the adjacent and hypotenuse sides
What is cosine?
Calculate the value of sin 27o (round to the nearest thousandth)
sin 27o = 0.454
tan-1(tan (θ) ) =
= θ
Write the formula for the Law of Cosines when solving for side a.
What is a2 = b2 + c2 - 2bc*Cos(A)?
What vocabulary describes the relationship between angles 2 and 8?

alternate interior angles
This trigonometry ratio relates the opposite and hypotenuse sides
What is sine?
DD! Using trigonometry, solve the value for x:

Cos 37 = adj / hyp
Cos 37 = x / 11
11 Cos 37 = x
x = 8.8
What is the inverse sine of (23.8/29)? (round to the nearest hundredth)
inverse sine = 51.15 degrees
This the proportion for solving for side c using Law of Sines.

What is sin(45)/c = sin(70)/15?
Determine the contrapositive of the statement:
"If a figure is a square, then it is a rectangle."
"If a figure is not a rectangle, then it is not a square."
This is the proportion that forms the Law of Sines.
sinA/a = sinB/b = sinC/c
-or-
a/sinA = b/sinB = c/sinC
Using trigonometry, find the value for x:

Tan 54 = opp / adj
Tan 54 = x / 5
5 Tan 54 = x
x = 6.9m
DD!
In △CAB, m∠A=90°. Determine m∠B when...
CB=12.8 and AB=3.9.
(round to the nearest thousandth)
Cos-1 (3.9/12.8) = 72.261
Solve for the length of BC: round to the nearest tenth.

21.5
What is the locus H called?
Orthocenter
What is trigonometry
The study of triangles, angles, and sides
"the branch of mathematics concerned with specific functions of angles and their application to calculations."
Using trigonometry, calculate the value for x:

Sin 28 = opp / hyp
Sin 28 = x / 50
50 Sin 28 = x
x = 23.5m
What angle does the rocket have to fly at to reach the rocket base 300 km above Earth?

Tan θ = 300 / 90
θ = Tan -1 ( 300 / 90 )
θ = 73 degrees
Solve for side BC to the nearest hundredth.

What is 14.47?
Solve for the indicated angle;

? = 58
The step taken in solving equations algebraically to undo an operation
inverse
If sin = opp/hyp AND cos = adj/hyp, then what does sin/cos equal?
What is tangent OR (opp/adj)?
A woman is standing in a glass elevator looking out at the ground. The angle of depression between her and a statue on the ground is 52°.
The statue is 46 feet from the ground exit of the elevator. If each story is 9 feet high, what floor is the woman and the elevator on?
6.5th floor/story (?)
Solve for x; round to the nearest whole degree.
34 degrees
DD! Solve for y;
y=16