Attempt: Simplifying Radicals Worksheet

Q1 Question Points: 1

Choose the correct answer:

Choose the simplest form of $\sqrt{12}$ .

Options:

Showing question 1 of 10

Q2 Question Points: 1

Choose the correct answer:

Which square factor should be used to simplify $\sqrt{18}$ ?

Options:

Showing question 2 of 10

Q3 Question Points: 1

Choose the correct answer:

Complete the simplification $\sqrt{50}=\square\sqrt{2}$ . Which number replaces the box?

Options:

Showing question 3 of 10

Q4 Question Points: 1

Choose the correct answer:

Which expression is equivalent to $\sqrt{72}$ ?

Options:

Showing question 4 of 10

Q5 Question Points: 1

Choose the correct answer:

Simplify $2\sqrt{27}$ .

Options:

Showing question 5 of 10

Q6 Question Points: 1

Choose the correct answer:

Write $\sqrt{8}+\sqrt{18}$ in its simplest form.

Options:

Showing question 6 of 10

Q7 Question Points: 1

Choose the correct answer:

Simplify $\sqrt{48}-\sqrt{12}$ .

Options:

Showing question 7 of 10

Q8 Question Points: 1

Choose the correct answer:

Evaluate $\sqrt{3}\times\sqrt{12}$ .

Options:

Showing question 8 of 10

Q9 Question Points: 1

Choose the correct answer:

The figure shows a surd simplification with an empty box. Which number belongs in the box?

Options:

Showing question 9 of 10

Q10 Question Points: 1

Choose the correct answer:

Simplify the surd displayed on the card.

Options:

Showing question 10 of 10