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.
