TRIGONOMETRY | Baamboozle - Baamboozle | The Most Fun Classroom Games!

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In right triangle MNO, n = 23 and m = 17 what is o?

15.49

The angle from the horizontal to the line of sight of the observer to the object above.

Angle of Elevation

Neil sees a rocket at an angle of elevation of 11 degrees. If Neil is located at 5 miles from the rocket launch pad, how high is the rocket?

0.97 miles

What is sec M?

t/a

In a right triangle ABE, B = 900 and tan A = 6/8, what is cot A?

8/6

In right triangle BAY, If angle B = 750 and a = 18cm, find y.

5 cm

In a right triangle MAD, A = 900, MA = 12 cm and AD = 5 cm, what is cos D?

5/13

If the two legs of the triangle are part of the problem, then it is a _____________.

Tangent Ratio

There are two traffic lights with a distance of 2.4 km on a road. You are driving on another parallel road. At a given time you see the bearing of one traffic is N 64° W and another one is N 75° W. What is the distance of the two roads?

1.43 km

If sin θ = 4/5, what is tan θ?

4/3

The square of one side of a triangle is equal to the sum of the squares of the two other sides minus twice the product of these two sides.

Cosine Law

What is the measure of the hypotenuse?

48.81 cm

In right triangle JKL, j = 18.50cm and l = 14.20cm, find k.

23.32 cm

Triangle JET, m J = 1200, e =cm and t = 5cm. Find the measurement of j.

7.8 cm

Triangle MNO is right – angled at N. If angle O = 420 and o = 10cm, find n.

15 cm

In a right triangle MAD, A = 900, MA = 12 cm and AD = 5 cm, what is cot M?

12/5

What is tan A?

a/m

Triangle ALR, a = 7cm, l = 5cm and r = 3cm. What is angle R?

21.78 degrees

Determine XW = ____________.

19.60 cm

A right triangle can be solved when i. an acute angle and a side are known ii. two sides are known iii. two angles are known

i and ii only

A 10m ladder leans against the wall of a house 6m from the ground. If the ladder slides up 2m on the wall, how far is the foot of the ladder from the wall? What is the appropriate function can be used to solve this problem?

Pythagorean Theorem

What is cot M?

a/m

In right triangle CDO, o = 16cm and c = 8cm, what is angle O?

63.43 degrees

In any triangle, the lengths of the sides are proportional to the sines of the angle measures opposite them.

Sine Law

The reciprocal of cosecant function is _____

Sine

Jane’s Mansion (H) is situated near the church(C), school (S) and market (M) as shown in the figure. How far is Jane’s mansion from the church?

500 tan 35 degrees

A 10m ladder leans against the wall of a house 6m from the ground. How far is the foot of the ladder from the wall?

8 m

From the top of a building 60 ft high, the angle of elevation of a top of vertical pole is 14°. At the bottom of the building, the angle of elevation of the top of a pole is 28°. Find the height of the pole.

112.97

Determine cos A

m/t

A ramp is pulled out of the back of truck. There is a 38 degrees angle between the ramp and the pavement. If the distance from the end of the ramp to to the back of the truck is 10 feet. How long is the ramp?

12.69

How far is Jane’s mansion from the school?

500/cos 35 degrees

What is the sum of the angles of triangle WXY?

180 degrees

How far is Jane’s mansion from the market?

500/tan 51 degrees

If the hypotenuse is part of the problem then it is either a sine or ________.

Cosine Ratio

In the figure, find the value of x.

10 cm

In right triangle RST, s = 15cm and t = 9cm, what is r?

12 cm

A hiker is hiking up a 12 degrees slope. If he hikes at a constant rate of 3 mph, how much altitude does he gain in 5 hours of hiking?

3.12 m

What is the measure of angle W?

55 degrees

In a right triangle, what is the ratio of the hypotenuse to the adjacent side?

Secant

A 10m ladder leans against the wall of a house 6m from the ground. If the ladder slides up 2m on the wall, how far is the foot of the ladder from the wall?

6 m

In right triangle MNO, n = 23 and m = 17 what is angle O?

42 degrees