Question

write in radical form 3^3/4. help @bearclaws72

Answer 1

@Bearclaws72

Answer 2

@Bearclaws72

Answer 3

@Ultrilliam

Answer 4

@joshiscool

Answer 5

Sorry was streaming XD

Answer 6

Ya should be >..>. Now, halp DX

Answer 7

I can try

Answer 8

Okie

Answer 9

3 and three over four

Answer 10

Radicl means to take all exponents away from the problem so turn it into a fraction

Answer 11

Im not entirely sure though so please dont sue if it's wrong

Answer 12

that's not what radical means

Answer 13

the numerator becomes the exponent and the denominator determines the type of radical (square root, cube root, etc.)

Answer 14

x^(m/n) = \[\sqrt[n]{x^m}\]

Answer 15

now apply this logic to the given example 3^(3/4)

Answer 16

but i dont under stand

Answer 17

follow the pattern.

x^(m/n) means you take the m, make m the exponent, and put n on the radical symbol to get \[\sqrt[n]{x^m}\]

Answer 18

now do that same process with 3^(3/4).

Answer 19

i dont understand

Answer 20

notice where the letters are being placed.

Answer 21

now, follow the pattern.

Answer 22

I have drawn arrows telling you exactly where the numbers go.

please use the arrows to draw where the numbers go.

Answer 23

I really don't know how to make this simpler :(

Answer 24

@Vocaloid I think that is as simple as one can explain it haha