Radicals Jeopardy! - Multiply - Copy

Multiplying

100

Generally speaking, in order to multiply radicals, which of the following must be true?

(a) The radicals must have the same radical sign

(b) The radicals must have the same radicand

(c) The radicals must have the same number outside the radical sign

(d) Both a and b

(a) The radicals must have the same radical sign

200

Multiply the following radicals: √5 x √8. Simplify if necessary.

2√10

300

Multiply the following radicals: √10 times 3√20

30√2

400

Multiply the following radicals: -3√28a times √3a²

-6a²√21

500

Multiply the following radicals: 4√6(2√27-√18)

72√2-24√3

Simplifying

100

Simplify √12 

2√3

200

Simplify √54

3√6

300

Simplify -3√28

-6√7

400

Simplify the following radical 4∛125

20

500

Simplify: ∛-48

-2∛6

Simplifying with Variables

100

Simplify √x⁵

x²√x

200

Simplify xy√x³y⁴

 

x²y³√x

300

Simplify √75x³y⁴

5xy²√3x

400

Simplify 4x√160x²y³z

16x²y√10yz

500

Simplify 2∛250x³y⁴

10xy∛2y

Solving Square Roots

100

Find two real solutions for the equation:

x²=4

x=+-2

200

Find two real solutions for the equation:

x²=0.16

x=+- .4

300

Find two real solutions for the equation:

x²=16/49

x=+- 4/7

400

Find two real solutions for the equation:

x²=121/625

x=+- 11/25

500

Find two real solutions for the equation:

x²=0.000009

x=+- .003

Fourth Root

100

Take the fourth root of: 256

4

200

Simplify: 

root(4)((m-n)^4)

(m-n)

300

Simplify: 

root(4)((x^4)/81)

x/3

400

Find two real solutions for the equation:

x⁴=16/625

x = +- 2/5

500

Find two real solutions for the equation:

x⁴=0.0001

x = +-.1