Why is multiplication of 2 negative number is a positive number?

Mumbai, India
February 4, 2017 11:28am CST
Today i was calculating , there was a situation where i multiplied a negative number with a positive number and the answer was negative but when I multiplied 2 negative numbers the answer was a positive number!
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7 responses
@1hopefulman (45120)
• Canada
4 Feb 17
Really? 1x1=1 3x3=9 5x5=25
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• Mumbai, India
4 Feb 17
Negative numbers Felix
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@1hopefulman (45120)
• Canada
4 Feb 17
@musufa619 Sorry, I guess I'm a bit odd! It's been a long time since I was in school. Can you give me an example?
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• Mumbai, India
4 Feb 17
@1hopefulman example -2 X -2 = 4
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@smileyhema (4606)
• United States
5 Feb 17
Everything revolves around science :-) Similar poles attract .. opposite pole repel ..
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• United States
5 Feb 17
@musufa619 - zero doesn't go well with multiplication. It makes the result zero which is again nothing but zero :-)
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• Mumbai, India
5 Feb 17
When you have nothing, multiply it with nothing and get something!! :)
@amandajay (23264)
• New Zealand
4 Feb 17
thats the theory... lol... we cant change it
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@shaynas (5487)
• India
4 Feb 17
I don't find any surprise. This was a concept we studied pretty early in school. Isn't it?
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• Mumbai, India
4 Feb 17
If you remember ,can you explain why
@syeow1 (5136)
• India
5 Feb 17
This is theory .
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• Mumbai, India
5 Feb 17
If you know can you explain in simple words.
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@syeow1 (5136)
• India
5 Feb 17
@musufa619 listen (-a)b+ab=(-a)b+ab (-a)b+ab=(-a)b+ab (-a)b+ab=b(a-a) (-a)b+ab=b(a-a) (-a)b+ab=b(0) (-a)b+ab=b(0) (-a)b+ab=0 (-a)b+ab=0 (-a)b=-ab (-a)b=-ab (-a)(-b)+(-ab)=(-a)(-b)+(-a)b (-a)(-b)+(-ab)=(-a)(-b)+(-a)b (-a)(-b)+(-ab)=(-a)(b-b) (-a)(-b)+(-ab)=(-a)(b-b) (-a)(-b)+(-ab)=(-a)(0) (-a)(-b)+(-ab)=(-a)(0) (-a)(-b)+(-ab)=0 (-a)(-b)+(-ab)=0 *(-a)(-b)=ab
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@sans224 (1806)
5 Feb 17
thats the rule of life!!! if you compare you with the persons above you , you will always end negative. And if you compare yourself with the persons below you , then you know how much positive we got. so be positive always!!!and be happy ;-)
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• Mumbai, India
5 Feb 17
Haha good one
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@owlwings (43910)
• Cambridge, England
4 Feb 17
http://mathforum.org/dr.math/faq/faq.negxneg.html
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