Radicals and Exponents Jeopardy Game

Simplifying Radicals

100

Simplify 2+ √49

2+7

9

200

Simplify √16 * √256

4*16

64

300

Simplify 2√25

10

400

Simplify √64 + √81

8+9

17

500

Simplify 2√121 + 10

2 * 11 + 10

32

Radicals

100

Rational or irrational 

√289

Rational

200

Rational or irrational 

√22

Irrational

300

Rational or irrational 

√64 + √16

Rational

8 + 4 = 12

400

Order these radicals from least to greatest:

√121, √256, √32, √44, √4

Which one(s) are rational?

√4, √32, √44, √121, √256

Rational= √4, √121, √256

500

Order these radicals from least to greatest:

√16, √100, √20, √25 √81

Which one(s) are irrational?

√16, √24, √25, √81, √100

Irrational= √20

Perfect Square Radicals

100

√64

√8*8

8

200

√144

√12 * 12

300

√225

√15*15

15

400

√169

√13 * 13

13

500

√625

√25*25

25

Multiplying Terms with Exponents

100

(t⁴)(3t⁷)

3t ^{( 4 + 7 )}

3t¹¹

200

(7x⁷)(4x³)

7*4x^{( 7 + 3 )} 

28x¹⁰

300

(4m⁴n²)(3m⁵n³)

4*3  m (⁴⁺⁵)  n (²⁺³)

12m⁹n⁵

400

(x⁵y²z⁴)(2x³y²z⁴)(4x³)

2*4*x^(5+3+3)y⁽²⁺²⁾z⁽⁴⁺⁴⁾

8x¹¹y⁴z⁸

500

(3x⁴y³z²)(8x⁵y⁴z³)(5x²)

3*8*5*x^(4+5+2)y⁽³⁺⁴⁾z⁽²⁺³⁾

120x¹¹y⁷z⁵

Simplifying Exponents

100

(k³)⁵

k ^{( 3 * 5 )}

k¹⁵

200

(2x³)⁴

2⁴x ^{( 3 * 4 )}

16x¹²

300

(5xy⁴)³

5³x³y^{( 4 * 3 )}

125x³y¹²

400

(3²x⁵y²)²

(3²x⁵y²)²

3^(2*2)x^(5*2)y^(2*2)

3⁴x¹⁰y⁴

81x¹⁰y⁴

500

(4a⁵b⁰c²)³

4³a^(5*3)*1*c^(2*3) 

(b⁰=1)

64a¹⁵c⁶