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-2*m/2
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@texaschic101
@sleepyjess @chefducky
Is it \(-2*\dfrac{m}{2}\) or \(\dfrac{2*m}{2}\)?
|dw:1419184370825:dw|
Is it equal to 0?
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no
No? Ok, well for now, we are going to assume that it is \(2*\dfrac{m}{2}=0\)
brb
ok
\[-\frac{2m}{2}=-\frac{\cancel 2 m}{\cancel 2}=-m\]
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but what does m equal
\(m\) is a variable it can equal anything
im trying to solve m
you did not provide an equation to solve, or a question to answer you wrote \[-\frac{2m}{2}\] if i am reading it right the only interpretation i can think of is to reduce the fraction by cancelling the twos
you cannot solve for \(m\) with out an equation for example you can solve \[-\frac{2m}{2}=5\]if you want, but you cannot solve \[-\frac{2m}{2}\]
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\[whats -2\times m \over two\]
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