Pythagorean
Theorem
Theorem
Right Triangle
Word Problems
Word Problems
Trig
Ratios
Ratios
Rationalizing
Fractions
Fractions
Simplifying
Radicals
Radicals
100
A = 6, B = 8
C = ?
C = 10
100
A 26ft ladder's base is placed 10ft from the wall. How high does the ladder reach up the building?
24ft
100
What is the acronym used to memorize the trig ratios?
SOHCAHTOA
100
1/\sqrt{5}
\sqrt{5}/5
100
\sqrt{28}
2\sqrt{7}
200
A = 15, B = 8
C = ?
C = 17
200
A TV has a width of 40 inches and a height of 30 inches. What is the diagonal measurement of the TV?
50 inches
200
cos(A)?
12/37
200
4/\sqrt{6}
{2\sqrt{6}}/3
200
\sqrt{96}
7\sqrt{2}
300
A = 12, C = 13
B = ?
B = 5
300
A phone has a width of 2.75 inches and a diagonal measurement of 7.5 inches. What is the height of the phone to the nearest 2 decimal places?
6.98 inches
300
sin(Z)?
3/5
300
6/sqrt{6}
\sqrt{6}
300
4\sqrt{12}
8\sqrt{3}
400
A = 3, B = 8
C = ?
C = \sqrt{73}
400
You throw a ball at a perfect 30 degree angle at 70mph. How fast is the ball going up?
35 mph
400
tan(x)?
4/3
400
6/sqrt{8}
{3\sqrt{2}}/2
400
5\sqrt{125}
25\sqrt{5}
500
A = 11, C = 17
B = ?
B = 2\sqrt{42}
500
How many times bigger is a square's diagonal compared to its side length?
\sqrt{2}
500
If tan(\theta)=15/8 , what is sin(\theta) ?
15/17
500
3/{2\sqrt{54}}
\sqrt{6]/12
500
3\sqrt{20} \times \sqrt{40}
60\sqrt{2}