Question

Which radical expression is equivalent to ?

Answer 1

what the number

Answer 2

the first is the rest of the question and the second is the answer choices

Answer 3

what is there please

3^(1/4) and what is the next exponent ?

Answer 4

are you here ?

Answer 5

i attached the answer choices with the rest of the question
(27)
3^(9)
3^(6)
3

Answer 6

so there is 3^(1/4) and these all has an exponent of how many ?

Answer 7

6 or 8 ?

Answer 8

its not 3^1/4
its 3 and 1/4

Answer 9

lie the mixed number

Answer 10

ok but how you have posted it so this mean that there is 3 on power 1/4

ok?

Answer 11

so and what is this external number ? 6 ? or 8 ?

Answer 12

no its not a power \[3 \frac{ 1 }{ 4 }\]

Answer 13

the answer choices are
\[\sqrt{27} , \sqrt[3]{9} , \sqrt[3]{6} , and 3\]

Answer 14

but how i see it that you have posted this wan being 3 on power 1/4 but you need tel me please the 3rd number what is there because i dont see it right - sorry

need being after these choices or 6 or 8

Answer 15

i dont get what your asking me

Answer 16

so there is 3 and 1/4 and ? what is the 3rd number ?

Answer 17

6

Answer 18

u there

Answer 19

ok this is exactly how i have thought it

so you need to know that sqrt3 you can rewriting in form exponential 3^(1/2) from what result that always the denominator of this fraction exponent mean the index of radical

how you see it in this case sqrt3 = 3^(1/2)

so 2 the denominator is the index of square root - yes ?

so there are exqctly how i have said to you 3 on exponent 1/4 and these all on exponent 6

so you need to know again that (a^x)^y = a^(x*y)

than you know these property of exponents use in this your exercise

(3^(1/4) )^6 = 3^((1/4)*6) = 3^(6/4) but 6/4 you can simplifie it by 2 and will result 3/2

this mean that you will get (3^(1/4) )^6 = 3^(3/2) - because you know after i have said to you above that the denominator of fraction from exponent mean the index of radical so this mean that will get sqrt(3^3) =
3^3 = 3*3*3 = 27

so you have got there like result sqrt27 what is there in these choices

Answer 20

hope you will can understanding all these right sure

was my pleasure

good luck

bye

Answer 21

thanks