Pythagoras 1
Pythagoras 2
Either
Trigonometry 1
Trigonometry 2
100
Was Pythagoras Greek or Roman?
Greek
100
What is the longest side of a right angled triangle called?
the hypotenuse
100
When using Trigonometry, the side length across from the given angle is called what?
Opposite
100
A right-angle is equal to
90 degrees.
100
When using Trigonometry, what do the letters O, A and H represent? (like in SOHCAHTOA)
Opposite, Adjacent and Hypotenuse
200
When using Pythagoras Theorem, what is the formula to calculate the length of the hypotenuse?
c^2=a^2+b^2
200
What is the name of the smaller sides of a triangle
Legs
200
Obtuse/Acute/Right
What kind of triangle will it be?
A triangle with side lengths 8,15, and 17
Right-angled triangle
82 + 152 = 172
200
sin (theta)=
O / H
200
cos(theta)=
A/H
300
Calculate the length of the hypotenuse:
26
300
Calculate the length of the Hypotenuse (round to the nearest hundredth):
7.62
300
Obtuse/Acute/Right
What kind of triangle will it be?
A triangle with side lengths 8,15, and 18
Obtuse
because 182>82+152
300
What does TOA in SOHCAHTOA mean?
tan (theta) = opp/adj
300
Using trigonometry, calculate the length of the adjacent side when the opposite side length is 13 and the angle is 6 degrees.
A = 123.69
400
Calculate x (round to the nearest hundredth):
23.24
400
Calculate x (round to the nearest hundredth):
19.42
400
Obtuse/Acute/Right
What kind of triangle will it be?
A triangle with side lengths 8,15, and 16
Acute
because
162 < 152 + 82
400
The given angle measurement in a right triangle is 45 degrees. The adjacent side has a length of 30ft. What is the length of the opposite side? (NO CALCULATOR)
30ft
400
If a tree is 6 meters tall, how long would its shadow be when the sun is 15o above the horizon?
22.39 m
500
What is the length of bd?
12
500
Abbie rides her bicycle 21 km west and then 18 km north. How far is she from her starting point? (round to the nearest hundredth)
27.66 km
500
Simplify the following:
3/4
500
30/60/90 Triangles
C. 36√3 square units
500
The given angle measurement in a right triangle is 45 degrees. The opposite side has a length of 19. What is the length of the hypotenuse? (NO CALCULATOR)
19√2