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Laws of Exponents Jeopardy
Speed Match Review Game

This game has been played 4 times
The best time ever was Marcus at 263 seconds.
The best time today is at seconds.
How To Play:
Drag the squares in the gray area and drop them in the matching squares in the blue area below.
If you drop a square in the correct spot, it will disappear.
If you make a mistake, the square will return to its original spot.
Good luck!

Let's Play Speed Match!

1 / (3a)^3 = 1 / 3^3 times a^3 = 1 / 27a^3
3^4 c^8 / 2^4 y^6 = 81c^8 / 16y^6
m^3
2^5 = 32
3^3 times z^3 = 27z^3
(-2)^7 = 168
3^2 / 4^2 = 9 / 16
x^2 times y^2
1 / 3^4 = 1 / 81
1 / (2m)^3 = 1 / 2^3 tmes m^3 = 1 / 8m^3
1 / 6^4 = 1 / 1296
x^-8
4^3 times a^3 times b^3 = 64a^3b^3
5^-2
r
-5^4 times x^4 = 625x^4
5^2 m^4 / 3^2 z^6 = 25m^4 / 9z^6
1 / w^6
x^2*3 / t^3 = x^6 / t^3
z^18
x^5 / y^5
-2^5 c^5 d^5 e^5 = -32c^5 d^5 e^5
n^7
3^6 = 729
15^3 = 3375
(xy)^2
(3^2 c^4 / 2^2 y^3)^2
z^10 times z^3 times z^5
x^7 divided by x^15
( 3 / 4 )^2
15^4 divided by 15
6^-4
w^-6
(2m)^-3
(-2cde)^5
3^-4
(x / y)^5
r^4 divided by r^3
(-5x)^4
(3a)^-3
(5m^2 / 3z^3)^2
( x^2 / t )^3
m^5 divided by m^2
(-2)^2 times (-2)^5
5^4 divided by 5^6
(4ab) ^3
3^3 times 3^2 times 3
2^2 times 2^3
(3z)^3
n^2 times n^5

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Here are all the answers:

DescriptionMatch:
n^2 times n^5n^7
2^2 times 2^32^5 = 32
(-2)^2 times (-2)^5(-2)^7 = 168
z^10 times z^3 times z^5z^18
3^3 times 3^2 times 33^6 = 729
r^4 divided by r^3r
m^5 divided by m^2m^3
5^4 divided by 5^65^-2
x^7 divided by x^15x^-8
15^4 divided by 1515^3 = 3375
w^-61 / w^6
3^-41 / 3^4 = 1 / 81
(2m)^-31 / (2m)^3 = 1 / 2^3 tmes m^3 = 1 / 8m^3
(3a)^-31 / (3a)^3 = 1 / 3^3 times a^3 = 1 / 27a^3
6^-41 / 6^4 = 1 / 1296
(xy)^2x^2 times y^2
(3z)^33^3 times z^3 = 27z^3
(4ab) ^34^3 times a^3 times b^3 = 64a^3b^3
(-5x)^4-5^4 times x^4 = 625x^4
(-2cde)^5-2^5 c^5 d^5 e^5 = -32c^5 d^5 e^5
(x / y)^5x^5 / y^5
( 3 / 4 )^23^2 / 4^2 = 9 / 16
( x^2 / t )^3x^2*3 / t^3 = x^6 / t^3
(5m^2 / 3z^3)^25^2 m^4 / 3^2 z^6 = 25m^4 / 9z^6
(3^2 c^4 / 2^2 y^3)^2 3^4 c^8 / 2^4 y^6 = 81c^8 / 16y^6