Question

Multiply and simplify if possible 4 sqrt 11 times 4 sqrt 10

- 11^4 sqrt 10
-11
-10
-^4 sqrt 110

Answer 1

For this case we have the following expression:

`\sqrt [4] {11} \sqrt [4] {10}`

For radical properties, we have to:

`\sqrt [a] {b} \sqrt [a] {c} = \sqrt [a] {bc}`

Therefore, making use of the definition, we can rewrite the given expression.

We have then:

`\sqrt [4] {11} \sqrt [4] {10} = \sqrt [4] {(11) (10)}\\\sqrt [4] {11} \sqrt [4] {10} = \sqrt [4] {110}`

Answer:

The equivalent expression is given by:

`\sqrt [4] {11} \sqrt [4] {10} = \sqrt [4] {110}`

Option D