| Sine | Cosine | Foil | Pythagorean theorem |
|---|---|---|---|
|
What is opposite divided by hypotenuse
In triangle ABC with right angle c and sides ABC corresponding to their lettered angles what is the ratio for sin A?
|
What is the adjacent side divided by hypotenuse or b/c
In triangle ABC with right angle C and sides ABC corresponding to their lettered angles, what is the ratio for cos(a)
|
What is first,outside,inside,last
The acronym that FOIL stands for
|
What is a^2 + b^2= c^2
What is the Pythagorean theorem
|
|
What is 90
Sin-1(1)
|
What is the opposite side divided by the adjacent side or a/b
In triangle ABC with right angle C and sides ABC corresponding to their lettered angles, what is the ratio for tan(a)
|
What is x^2+ 12x+ 32
(X+4)(x+8)
|
What is 3,4,5
Name the smallest common Pythagorean triple
|
|
What is b/c
See paper from Nike
In triangle ABC what is sin(x) |
What is c^2= a^2+b^-2ab
The law of cosines
|
What is 0
See Toby's picture
What are the minimum and maximum possible lengths of each side |
What is 42
Solve
34^2+25^2=x^2 |
|
What is cos(x)
What creates the ratio 6/10
|
What is the pythagoreans theorem
The law of cosines for a right angle
|
What is 12-2x
20-2x
If you cut out the squares in the corners of the rectangle what is the length of each side
|
What is 15 ft
See Toby's triangle
|
|
What is cos 4/5
The value of the cos(x)
|
What is cos(x)
See Nikes picture
The ratio of 4/7 |
What is 4x^2-64x+240
If you were to fold the remaining pieces to make a box what is the volume
|
What is 4.75 km
A jet travels 7.5 km while gaining altitude at a constant rate. If it travels between horizontal points 5.8 km apart what's its gain in altitude
|
Support Us on Ko-fi