law of sines | law of cosines | area of triangle | permutations | Solving systems of equations |
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What is True
true or false: You can use law of sines with a ASA triangle.
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What is False
You can only use law of cosine for AAS triangles.
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What is area= 1/2 (s1)(s2)Sin(A1)
When given 2 sides and 1 angle, what formula do you use to find the Area?
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What is n!
What is the formula for normal ordering
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What is (3,1)
Solve for the variables: x+y=4
x-y=2 (write in ordered pair) |
What is 0.9
Find b when given, a=2.4, A=63* and B=19? (Round to nearest tenth)
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What is 14.1
Find c when given, a = 21.5, b = 13, and C = 39*. (round to nearest tenth)
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What is Area=sqrt[s(s-a)(s-b)(s-c)] where
s=(a+b+c)/2
When given 3 sides and no angle, what formal do you use?
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What is n!/(n-R)!
What is the formula when ordering is taken R at a time?
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What is no solution
Solve for the variables: 2x-y=4 (write in ordered pair)
-4x+2y=-12 |
What is 15.2
Find c when given, B = 14*, C = 45*, and b = 5.2 (Round to nearest tenth)
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What is 45.3
Find a when given, A = 52*, b = 54 and c = 49.( round to nearest tenth)
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What is 608.4
When b=32, a=47, and angle C= 54, what is the area of the triangle. (round to nearest tenth)
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What is n!/n1!n2!....nk!
What is the formula for Distinguishable permutations?
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What is (3,4)
Solve for the variables: 2x+3y=18
(write in ordered pair) 5x-y=11 |
What is 21
Find A when given, a = 12, B = 27*, and b = 15. (Round to nearest tenth)
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What is 120
Find B when given, a = 3, b = 7 and c = 5, (round to nearest tenth)
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What is 2289
When b=52, a=90, and angle C=102*, find the area of the triangle. (round to nearest tenth)
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What is n!/R!(n-R)!
What is the combination formula?
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What is (2,3)
Solve for the variables: 4x + 2y = 14
5x + 2y = 16 |
What is 97
Find C when given, A = 50*, b = 10, and a = 14. (round to nearest tenth)
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What is 39
Find A when given, a = 5, b = 6, and c = 8, (round to nearest tenth)
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What is 1131.9
When=43, b=53, and c=72, find the area of the triangle. (Round to nearest tenth)
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What is 2,598,960
A standard poker hand consists of 5 cards dealt from a deck of 52. How many different poker hands are possible?
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What is 18,182
A small business invests $10,000 in equipment to produce a new product. Each individual product costs $0.65 to produce and is sold for $1.20. How many items must be sold for the company to break even?
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