Using opposite, adjacent, and hypotenuse, define the ratio for sine.
What is opposite over hypotenuse?
Using opposite, adjacent, and hypotenuse, define the ratio for cosine.
What is adjacent over hypotenuse?
Using opposite, adjacent, and hypotenuse, define the ratio for tangent.
What is opposite over adjacent?
What type of triangle is this?
6, 8, and 10
Right Triangle
Simplify
7p - 1 - 9p + 5
-2p +4
The abbreviation for sine
What is SIN?
The abbreviation for cosine
What is COS?
The abbreviation for tangent
What is TAN?
What type of triangle is this?
7, 9, and 11
Acute triangle
Simplify
2(b+5)-9c + 7b
9b -9c +10
The value of sin theta
What is
3/5?
The value of cos theta
What is
4/5?
The value of tan theta
What is
3/4?
What type of triangle is this?
4, 6 and 9
Obtuse Triangle
Simplify
8k2 -k -5k +7 -2k2
6k2 -6k
The value of sin A
What is
5/13?
The value of cos A
What is
12/13?
The value of tan A
What is
5/12?
What type of triangle is this?
15, 36, and 39
Right triangle
Solve for m.
4m -5(3m+10)=126
m= -16
The value of sin B
What is
12/13?
The value of cos B
What is
5/13?
The value of tan B
What is
12/5?
What type of triangle is this?
1.5, 2.5, and 4.0
Obtuse triangle
Solve for x.
20 = 10x-6(2x+5)
x= -25