Question

PLEASE HELP!!
MEDAL!!
SOLVE FOR X:

Answer 1

\[\sqrt[3]{4X+1}=5\]

Answer 2

http://www.symbolab.com/

Answer 3

undo the root

Answer 4

get the cube of each side so it undoes the root on the left-hand side and then try to solve for x

Answer 5

@TheEdwardsFamily I cant write 3 inside the square root

Answer 6

oh

Answer 7

what do you get the cube in each side?? @nincompoop

Answer 8

a) x=-31 b)x=6 c)x=31 d)no real solution

Answer 9

i think its d

Answer 10

did you know that your problem is the same as \( (4x+1)^{\frac{1}{3}}=5^\frac{1}{1}\)
if you cube both sides, you are essentially \( (4x+1)^{\frac{1}{3} \times \frac{3}{1}}=5^{\frac{3}{1}}\)

Answer 11

@Nnesha

Answer 12

@sleepyjess
show your skills

Answer 13

huh? why me? :(

Answer 14

yes @claim ??

Answer 15

try to pick up where I left off, @sleepyjess

Answer 16

i have no clue what is this

Answer 17

I ALREADY GAVE YOU THE CLUE!

Answer 18

okay so you have to take cube both side so you can cancel cube root on left side

Answer 19

do you not know how to multiply, add, subtract and divide?
learn the laws of exponents!

Answer 20

Ok, so nin is basically saying that your problem is the left side to the power of 1/3 and the right side is just to the power of 1. Now cube both sides to get ride of 1/3 and make it 1.