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Solve: 2 (Radical x) + 8 = -2
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I assume the (Radical x) is \[\sqrt{x}\] ?
\[2 \sqrt{x} = -10\] Squaring both the sides, \[4x = 100\] Divide by 4 both the sides and tell me what you got..
don't you have to divide by 2 first before you square both sides?
You can do that also.. Answer will remain the same.. According to you: Divide by 2 both the sides: \[\large \sqrt{x} = -5\] Squaring both the sides: \[\large \color{green}{x = 25}\]
That was what my answer was, and I got it wrong on my test ):
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And According to me: \[\large 4x = 100\] Divide by 4 both the sides: \[\large x = \frac{\cancel{100}^{25}}{\cancel{4}} = 25\]
okay thank you so much for the help!
Welcome dear..
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