Here is one explanation. Suppose A and B are two positive numbers.
-A*0 = 0
(B-B) = 0, so substitutong this value in place of 0 gives: -A*(B-B) = 0
expanding the bracket, -A*B -A*(-B) = 0
Adding A*B to both sides, A*B - A*B = -A*(-B) = A*B
But A*B - A*B = 0, which leave -A*(-B) = A*B
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A negative minus a negative turns the latter into a plus positive,for example -6 minus -3 would be :-6 ++ 3 = -3A minus negative always turns into a plus positive...To get more Specific:Suppose x and y are two POSITIVE numbers so that -x and -y are negative. Then a negative minus a negative = (-x) - (-y) = -x +yIf x > y the answer is negativeIf x = y the answer is zeroIf x < y the answer is positive
Well, let's paint a happy little math problem here. When you multiply a negative number by another negative number, like -3 times -5, it turns into a positive number. So, -3 times -5 equals positive 15. Isn't that just a lovely little math fact to brighten your day?
there are no real answers to an even root (2,4,6,8) of any negative number. the innovation of i allows you to find the unreal answers. i= the fourth root of positive 16 is 2. so, the roots of -16 are positive and negative 2i. post script: you cannot have a real even root of a negative because a negative multiplied by a negative turns into a positive.
Basically if there is an even number of negatives, then it turns to positive, but if there is an odd number of negatives then it is a negative: 3-(-3) there are two minuses so it is even so it will turn positive: 3+3=6 Or with: 3+(-3) there is an odd minus amount (1) so it is minus 3-3=0 which can be seen all the time with 3-3 can actually be 3-(+3)
Assuming that a is the leading coefficient of the equation of the parabola, changing it from positive to negative will reflect the parabola along a horizontal line through its minimum - which will then become its maximum.