Question

@Ankh

Answer 1

Which of the following is the radical expression of 4 times d to the three eighths power?

4 times the eighth root of d to the third power
4 times the third root of d to the eighth power
eighth root of 4 d to the third power <--- my choice
third root of 4 d to the eighth power

Answer 2

Like so right?
\[4 \times d^\frac{ 3 }{ 8 }\]

Answer 3

yup

Answer 4

ill try to use the equation thing next time on the last question to make it easier on you

Answer 5

4 has no part in the exponent or is in any way connected to d, so it remains outside.

Answer 6

\[4 \times \sqrt[8]{d^3}\] Would be the right answer.

Answer 7

well it's written like this \[4d \frac{ 3 }{ 8 }\]

Answer 8

would the answer still be the one you said?

Answer 9

That's a mixed fraction though..

Answer 10

what do you mean

Answer 11

Are there any parentheses, or is only d raised to the power of 3/8

Answer 12

no parenthesis

Answer 13

Then only d is raised to the 3/8th, and the correct answer is A.

Answer 14

\[4d^\frac{ 3 }{ 8 } = 4\sqrt[8]{d^3}\]
\[(4d)^\frac{ 3 }{ 8 } = \sqrt[8]{(4d)^3}\]

Answer 15

k thank you so much and also thanks for the explanation

Answer 16

1 more !