Question

How do i solve the equation (6t+4)^2=3 ?

Answer 1

square root both sides...tried that?

Answer 2

(6t+4)^2=3

(6t+4)(6t+4)=3

Answer 3

http://mathway.com/math_image.aspx?p=tSMB01SMB02FSMB03SMB02RSMB033SMB02rSMB03SMB106SMB02fSMB03-SMB02FSMB032SMB103SMB02fSMB03,-SMB02FSMB03SMB02RSMB033SMB02rSMB03SMB106SMB02fSMB03-SMB02FSMB032SMB103SMB02fSMB03?p=113?p=42

Answer 4

i squared but answer has a +- square root fraction

Answer 5

square root both sides

\[6t + 4 = \pm \sqrt 3\]

subtract both sides by 4

Answer 6

PEMDAS good ol' 6th grade.
1) Parentheses: they're as simplified as they can be
2) Exponent: you can do this (6t+4) * (6t+4) =3
3) Multiply: 36t^2+48t +16 = 3

got the rest from here?

Answer 7

answer should be\[\left\{ \pm \sqrt{3-4}\right\}/6\]

Answer 8

That's not correct. The correct answer is \[(-4\pm \sqrt{3})/6\]You can get this using the quadratic formula of \[(-b \pm \sqrt{b^{2}-4ac})/2a\]

Answer 9

your answer is the one i see here but its the opposite way -4 is after square root 3 does it make a difference or is the same thing.

Answer 10

As long as -4 is outside the root, it should be the same.

Answer 11

ok ty

Answer 12

how do i end up with a square root of 3 and denominator of 6t?