Multiplying the Cube root of Two Radical Expressions

The video tutorial explains the differences between multiplication, addition, and subtraction of radicals. It emphasizes the need to simplify radicals before performing addition or subtraction. The tutorial then focuses on multiplying radicals, detailing how to multiply numbers and radicands separately. The final calculation demonstrates multiplying two radicals and simplifying the result.

When can addition and subtraction be applied to radicals?

• When the radicands are different

• When the radicands are the same

• When the radicals are in exponential form

• When the radicals are in fractional form

What is the first step in dealing with addition and subtraction of radicals?

• Multiply the radicands

• Convert to exponential form

• Divide the radicands

• Simplify the radicals

How do you multiply two radicals?

• Multiply the numbers and radicands separately

• Add the radicands

• Divide the numbers and radicands separately

• Subtract the radicands

What is the result of multiplying 2 and 3 in the context of radicals?

• 5

• 6

• -5

• -6

What is the final simplified form of the expression involving the cube root of 10 and X^3?

• 6 X cube root of 10

• -6 X cube root of 10

• 6 cube root of 10

• -6 cube root of 10