Asked by Gucci$harma
Write function about area of rectangle. Height is x+2 and length is 20-2x. Show that fubction fits the definition of a quadratix function. Thenx ;)
Answers
Answered by
Reiny
area = (x+2)(20-2x)
= 20x - 2x^2 + 40 -4x
= -2x^2 + 16x + 40
which is a quadratic function because of the -2x^2 term
= 20x - 2x^2 + 40 -4x
= -2x^2 + 16x + 40
which is a quadratic function because of the -2x^2 term
Answered by
Gucci$harma
What would be the domain and range of this equation oh great lord reiny
Answered by
Gucci$harma
Or anyone else
Answered by
Steve
as with all polynomials, the domain is (-∞,∞)
area = 72-2(x-4)^2
You can see that its maximum value is at x=4, since then (x-4)=0 and nothing is subtracted from 72.
So, the range is (-∞,72]
area = 72-2(x-4)^2
You can see that its maximum value is at x=4, since then (x-4)=0 and nothing is subtracted from 72.
So, the range is (-∞,72]
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