Question

solve symbolically
3 sq x-3+27=51

Answer 1

(x-3) is in a radical?

Answer 2

I think thats what he means

Answer 3

it is the radical

Answer 4

\[3\sqrt{x-3}+27=51\]

Answer 5

move the 27 over, then divide by 3 on both sides

Answer 6

51+27 then divide by 3

Answer 7

no, subtract 27 from both sides

Answer 8

u get 24, then divide by 3 to get rid of the number infront of the radical.. so u get 8

Answer 9

yeah that is what i have

Answer 10

so what then do I put it \[3\sqrt{8-3?}\]

Answer 11

27 cancels on left side

Answer 12

\[3\sqrt{x-3}=24\]

Answer 13

\[\sqrt{x-3}=24/3\]

Answer 14

\[\sqrt{x-3}=8\]

Answer 15

that is the answer? symbolically

Answer 16

r u trying to find x? is that what u mean by symbolically

Answer 17

yes

Answer 18

all it says is solve the equation symbolically

Answer 19

\[(\sqrt{x-3})^2= (8)^2\]

Answer 20

x-3=64, add 3 to the other side, nd u get 67

Answer 21

okay I got that i see where you get it

Answer 22

that is what x is equal to, but i dont know what it means by solve symbolically..i hope it helped a bit

Answer 23

thank you I will see when I do my test and submit it