**Select all the correct answers. which expressions are equivalent to the given expression?** Let’s examine the most correct answer easily below.

**Select all the correct answers. which expressions are equivalent to the given expression?**

- D,E
- EXPLANATION
- A
- Factor and rewrite the radicand in exponential form: √22 × 10
- Rewrite the expression using
- ab=√√a⋅ √b: √22×√10
- Simplify the radical expression: 2√10
- Check equivalency: False
- Answer: False
- B
- Factor and rewrite the radicand in exponential form: √22 × 10
- Rewrite the expression using
- ab=√√a· √√b: √22×√10
- Simplify the radical expression: 2√10
- Factor and rewrite the radicand in exponential form: 5√22 × 2 Rewrite the expression using ab =√√a· √b: 5√22× √2
- Simplify the radical expression: 5×2√2
- Rewrite the expression: (5×2)×√2
- Calculate the product or quotient: 10√2
- Check equivalency: False
- Answer: False
- C
- Factor and rewrite the radicand in exponential form: √22 x 10
- Rewrite the expression using
- ab=a. √b: √22×√10
- Simplify the radical expression: 2√10
- Simplify using am =*/an: √160
- Factor and rewrite the radicand in exponential form: √42 × 10 Rewrite the expression using ab =√√a⋅ √b: √42×√10
- Simplify the radical expression: 4√10
- Check equivalency: False
- Answer: False
- D
- Factor and rewrite the radicand in exponential form: √22 × 10 Rewrite the expression using ab =√√a · √/b: √22×√/10
- Simplify the radical expression: 2√10
- n
- Simplify using am =”/an: √40
- Factor and rewrite the radicand in exponential form: √22 × 10
- Rewrite the expression using
- ab=√√a· √b: √22× √√10
- Simplify the radical expression: 2√10
- Check equivalency: True
- Answer: True
- E
- Factor and rewrite the radicand in exponential form: √22 × 10 Rewrite the expression using ab =√√a· √b: √22× √10
- Simplify the radical expression: 2√10
- Check equivalency: True
- Answer: True

Select all the correct answers. which expressions are equivalent to the given expression? is over.