Question

helpp

Answer 1

these are the answers i have to match it with 18 all reall numbers 15 2 no real solution -9

Answer 2

@bibby

Answer 3

1. to undo a square root, square both sides.
\(\huge \sqrt{4x+1}=3\)
\(\huge \sqrt{4x+1}^2=3^2\)
\(\huge 4x+1=9\)

Answer 4

is it 2?

Answer 5

yeah

Answer 6

yeaaa lol okay can u help with problem 2

Answer 7

fractional exponents are roots. they work like this:
\(\huge a^{\frac{1}{2}}=\sqrt{a}\)
\(\huge (a+1)^{\frac{1}{3}}=\sqrt[3]{a}\)

Answer 8

so start by getting the variable we want to isolate on one side

Answer 9

is example 4 9?

Answer 10

yeah

Answer 11

-9 rite?

Answer 12

cause that wa answer they have on here they dnt have a regular 9

Answer 13

\(\large\sqrt{x-6}-3=0\) we want to get 3 on the other side. add 3 to both
\(\large\sqrt{x-6}=3\) we want to get ride of the square root so we square both sides
\(\large{x-6}=9\) add 6 to both sides
\(\large{x}=15\)

Answer 14

my bad

Answer 15

for promblem 2 did u get 18

Answer 16

\(\large4-\sqrt{7-y}=0\)
\(\large4=\sqrt{7-y}\)
what comes next?

Answer 17

-9?

Answer 18

yeah. please do the actual work so that I can see you're learning
I hate it when I help people and they haven't taken anything away from it at the end

Answer 19

okay i was im doing problem 3 now

Answer 20

problem looks like no solution

Answer 21

im doing the work now

Answer 22

okay problem 5 is 18
multiply through by 6
12a^(1/3) = 6

divide by 12
a^(1/3)=1/2

cube both sides
a=(1/2)^3=1/8

Answer 23

@bibby

Answer 24

maybe. lemme see
\(\huge 1+\sqrt{x+2} =0\)
\(\huge \sqrt{x+2} =-1\)
\(\huge \sqrt{x+2}^2 =-1^2\)
\(\huge {x+2} =1\)
\(\huge {x} =-1\)

Answer 25

also nice job on 5. looks right*

Answer 26

thank now for a reward can u give me problem 3 lol

Answer 27

@bibby

Answer 28

it's literally the post right above "also nice job

Answer 29

no solution

Answer 30

@bibby

Answer 31

I posted the solution right there man

Answer 32

all real numbers got it lol @bibby

Answer 33

BROTHER
x=−1

Answer 34

hold up

Answer 35

i got it

Answer 36

-1*