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Solve: 3y2 - 48 = 0
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Alright use the process of elimination by eliminating 48 from the equation. 3y2-48=0 +48 +48 Then you get 3y2=48 now to get rid of the three divide both sides 3y2=48 divide by 3 y2=16 divide 16 by two and you have 8 which is your answer
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3y2 - 48 = 0 hi if this is like this 3y^2 - 48 = 0 3y^2 - 48 = 0 3y^2 =48 y^2 =48/3=16 y=sqrt 16 y=-4 ans y=-4 ans
is it 8 or -4 ?
depends how the 3y2 is meant is it 3y2 or is it\[3y ^{2}\]
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\[3y ^{2}-48=0\]\[3y ^{2}=48\]\[y ^{2}=48/3=16\]\[y= sqrt{16}=pm 4\]
y=+/- 4
\[y=\sqrt{16}=\pm 4\] There it is the equation editor was sick!
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