If two positives equals a negative..than why is -4^2 = -16 NOT +16? Please answer thx!
The reason is because of the order of operations. You do the exponent first, and the subtraction second.
So we have \(-(4)(4)\) instead of \((-4)(-4)\)
well its simply -4 x -4 which is 2 negatives and if you are using a calculator then enter it as (-4)^2
\[-4^2=-(4^2)\neq (-4)^2\]
cant use a calculator :\ so its -(4x4) = -(16) = 16
-4^2 implies -1 x 4^2 = -1 x 4 x 4 = -16 But (-4)^ 2 = -4 x -4 = 16
amy why did your -16 magically turn into 16? :o
it depends on the context if its simply evaluate -4^2 then its 16 if its 3^2 - 4^2 = -7
sorry meant -16! :)
you have to look at the question and decide if the sign is a subtraction operation of a negative
it doesn't actually matter camp, eve if its an operation, it will be written very clearly if you're suppose to square the negative. like this: \[(-4)^2\] :D
Remember that \[-4^2 \neq (-4)^2\]
well it simply says evaluate:: -4^2 my answer was 16 and i was wrong
> two positives equals a negative.
THanks guys!
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