Simplifying Radicals

Simplify the following radical: √24

• 2√6
• 4√6
• 2√12
• 3√8

Simplify the following radical: √300

• 3√10
• 2√150
• 100√3
• 10√3

Simplify the following radical: √150

• 5√15
• 5√2
• 5√6
• 15√5

Simplify 4√75

• 4√5
• 12√5
• 20√3
• 7√3

Simplify the following radical: 2√24

• 4√6
• 2√6
• 24√2
• 4√4

• 8√6
• 8√12
• 12√6
• 12√12

Add:  4√7 - 10 √7 + 7√7

• -6√7
• 14√7
• -3√14
• √7

 Simplify:   2√40 - 3√10 

• 5√10
• √10
• -√30

2√5 - √5 + 4√5 + √3

• 6√5 + √3
• 5√5 + √3
• 6√5
• 6√3

Which is equivalent to √121p⁵r⁷s⁴?

• 11prs √pr
• 11p^2.5r^3.5s² √pr
• 11p²r³s² √pr
• 11p²r³s²