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Solving with Trigonometry
State the ratios of a 306090 degree triangle.
State the ratios of a 306090 degree triangle.
1sqr root 3  2
State the ratios of a 45  4590 degree triangle.
State the ratios of a 45  4590 degree triangle.
1  1  sqr root 2
What is the reference angle for 400 degrees?
What is the reference angle for 400 degrees?
40 degrees
What is the reference angle for 13pi/6?
What is the reference angle for 13pi/6?
pi/6
Evaluate tan 11pi/4
Evaluate tan 11pi/4
1
Change 225 degrees to radians.
Change 225 degrees to radians.
5pi/4
Change 15 degrees to radians.
Change 15 degrees to radians.
 pi/12
Change pi/9 to degrees
Change pi/9 to degrees
20 degrees
Change 7pi/6 to degrees
Change 7pi/6 to degrees
210 degrees
Change 16pi/3
Change 16pi/3
960 degrees
Evaluate tan^1 ((sqr root 3)/3) in degrees and radians
Evaluate tan^1 ((sqr root 3)/3) in degrees and radians
pi/6 and 30 degrees
Evaluate tan^1 (1) in degrees and radians
Evaluate tan^1 (1) in degrees and radians
 pi/4 and  45 degrees
sin ^1 (1) in radians
sin ^1 (1) in radians
 pi/2
cos ^1 (1/2) in radians
cos ^1 (1/2) in radians
pi/3
cos ^1 (2) in radians
cos ^1 (2) in radians
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Find area: A = 105, C = 48, b = 12
Find area: A = 105, C = 48, b = 12
approx. 114 square units
Solve: A = 45, B = 60, c = 44
Solve: A = 45, B = 60, c = 44
C = 75, a = 32, b = 39
Find area: B = 25, a = 35, c = 37
Find area: B = 25, a = 35, c = 37
approx. 280 square units
Solve: B = 30, a = 80, c = 70
Solve: B = 30, a = 80, c = 70
b = 40, A = 89, C = 61
Find area: a = 4, b = 24, c = 26
Find area: a = 4, b = 24, c = 26
approx. 43 square units
Graph: x = 3t + 1, y = 3t + 6, from t = 0 to t = 5
Graph: x = 3t + 1, y = 3t + 6, from t = 0 to t = 5
positive from (1,6) to ((16,21)
Write an xy equation: x = 5t, y = t + 7
Write an xy equation: x = 5t, y = t + 7
y = (1/5)x + 7
State the domain: x = 5t, y = t + 7 from t = 0 to t = 20
State the domain: x = 5t, y = t + 7 from t = 0 to t = 20
domain: [0,100]
Write EQ: Throw ball from ht. 6ft @ 50 degree angle, initial speed 25 ft/sec.
Write EQ: Throw ball from ht. 6ft @ 50 degree angle, initial speed 25 ft/sec.
x = 16t, y = 16t^2 + 19t + 6
How far does the ball travel? x = 16ft, y = 16t^2 + 19t + 6
How far does the ball travel? x = 16ft, y = 16t^2 + 19t + 6
between 16ft and 22ft
Find angle generated by the minute hand from 8AM3PM in radians.
Find angle generated by the minute hand from 8AM3PM in radians.
14pi
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What Would You Like To Risk?
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Go To The Final Question
Final Score:
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