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Find two numbers whose difference is 100 and whose product is a minimum. Good luck.
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Um, those would be -50, and 50 I believe.
Because on a number line they have 100 units between them, and if you add them together you get 0 which is a minimum.
Ok, now let me change the question, how would you find two numbers whose difference is 100 and whose product is a MAXIMUM.
Hm, 2,400 and 2,500? Because they are different by 100 and have the product of 6,000,000.
You could really do this with any 2 high numbers that are 100 units apart.
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let \[ f(x)=x(x+100)=x^2 +100x \] This a parabola, it has a minumum at x=-50 hence x+100=50 So the answer -50 and 50
Thanks everyone.
your very welcome. ;)
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