Q2 M5 - RADICAL EXPRESSIONS

What is the simplified form of (√(16/4))^3?

• √4
• √(4^3)
• 8
• 6

How would you simplify this radical expression √(128/3)?

• 2√2
• 4√2
• 3√2
• 4√2

Write in the most simplified radical form of the expression 𝑚^(6/8).

• √(m^(3/4))
• √(m^(4/3))
• √m^3
• √m^(4/3)

If rules for radicals are applied to the given expression, how can you simplify √(-12)^(3/3)?

• -12
• |12|
• 2024-01-12 00:00:00
• 12^(-1)

Evaluate the expression √√81.

• 9
• 6
• 3
• 2024-01-03 00:00:00

Simplify √(81𝑚^4𝑛^7𝑝^15)

• 9m^2n^4p^8√(np)
• 9m^4n^2p^7√(np)
• 9m^3n^2p^7√(np)
• 9m^2n^3p^8√(np)

What does 𝑛 represent in the expression 𝑛√(𝑥𝑚)?

• exponent
• index
• radicand
• radical

How do you call the process of making the denominator of a fractional expression from radical to a rational number?

• conjugates
• rationalization
• cross-multiplication
• transposition

What should be the simplified form of the expression √(-18)^(6/6)?

• 18
• -18
• |−18|
• |18|

Which of the following represents the value inside the radical that is mostly composed of numbers and variables with corresponding exponents attached to it that will be factored out in the process of simplifying a radical expression?

• exponent
• index
• radicand
• radical