Solve...
x = 5 x = 4 x = –1 None of the above
Seeing that it came from a test, I don't think it would be ethical for me to give you the answer as it would be considered cheating.
Just take the square both the sides first and tell me what did you get?
2.45-1=2.23
FIRST, say \(6x - 1 \ge 0\). leading to \(x \ge 1/6\) SECOND, square both sides.
You have taken square root there, I am saying to SQUARE both the sides...
\[(\sqrt{6x-1})^2 = (\sqrt{5})^2\] How can you solve this?
Ah ok 36x-1=25
It means I am really bad at teaching.. :)
See, if I have \(\sqrt{4x - y}\) then on square this only root will get cancelled. \[(\sqrt{4x - y})^2 = 4x - y\] Now again try it..
When you square a square root, they cancel each other out, so you would have 6x-1=5. Then, solve for x :D. Now, an important step is to check if x works by plugging it back in, because some of these problems may look like they have a solution;however have not solution at all.
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