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Jeopardy Home Create a New Game Create a New Game Play This Game in SpeedMatch
How to Use Instant Jeopardy Review:

Instant Jeopardy Review is designed for live play with up to ten individuals or teams. Teams choose a question, then try to give the best answer. Scoring is built in for each team. You can post a link to this review game using the orange game information button below. If you are the creator of this game, you can edit the game with the red edit button. Have fun!
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Seconds To Answer Each Question
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Radical Expressions and Equations
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Simplify Radicals Multiplying and Dividing Radicals Add or Subtract Radicals Multiplying Radicals Solving Radical Equations
10 10 10 10 10
20 20 20 20 20
30 30 30 30 30
40 40 40 40 40
50 50 50 50 50
Final Question
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R200
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R200
10R2
R125
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R125
5R5
R63t^4
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R63t^4
3t^2R7
R48n^3
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R48n^3
4nR3n
-2bR136b^2
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-2bR136b^2
-4b^2R34
R6 times R30
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R6 times R30
6R5
-4R7 times R42
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-4R7 times R42
-28R6
R2n^2 times R30n
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R2n^2 times R30n
2nR15n
R(100/225)
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R(100/225)
2/3
R(49x^5/25x)
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R(49x^5/25x)
7x^2/5
3R7 + 5R7
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3R7 + 5R7
8R7
4R5 - 11R5
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4R5 - 11R5
-7R5
4R7 - R63
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4R7 - R63
R7
6R8 -2R50
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6R8 -2R50
2R2
5R18 + 4R32
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5R18 + 4R32
21R2
R3(R12 + 4)
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R3(R12 + 4)
6 + 4R3
R8(R3 + 3)
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R8(R3 + 3)
2R6 + 6R2
(R3 - 4)^2
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(R3 - 4)^2
19 - 8R3
(2R3 + R5)(6R5 - 4R3)
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(2R3 + R5)(6R5 - 4R3)
8R15 + 6
Find the area of a rectangle having length of 3R10 and width of 4R5
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Find the area of a rectangle having length of 3R10 and width of 4R5
60R2
A right triangle has hypotenuse of 20 ft, a leg of 12 ft, what is the measure of the other leg?
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A right triangle has hypotenuse of 20 ft, a leg of 12 ft, what is the measure of the other leg?
16 ft
R[6c +4] = 8
View Answer
R[6c +4] = 8
10
R[4d+3]=R[7d-3]
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R[4d+3]=R[7d-3]
2
4 -R2x = -6
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4 -R2x = -6
50
Which is the extraneous solution of -x = R[2x + 15]
View Answer
Which is the extraneous solution of -x = R[2x + 15]
5
A pendulum of a cuckoo clock completes a full swing every T seconds. Given T = 2R[L/3.3], where L is the length in meters of the pendulum. Each swing takes 0.5 s, find the length in centimeters.
View Answer
A pendulum of a cuckoo clock completes a full swing every T seconds. Given T = 2R[L/3.3], where L is the length in meters of the pendulum. Each swing takes 0.5 s, find the length in centimeters.
20.625 cm




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Final Score:
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