Mathematics, 11.06.2020 16:02 maadams
Suppose the demand for a certain brand of a product is given by D(p)equals=StartFraction negative p squared Over 116 EndFraction−p2116plus+200200, where p is the price in dollars. If the price, in terms of the cost c, is expressed as p (c )equals 2 c minus 10p(c)=2c−10, find the demand function in terms of the cost.
Answers: 1
![D(c) = [\frac{[40c- 100 -4c^2 \ ])}{116} ] + 200](/tpl/images/0682/9327/9becf.png)
![D(c) = - [\frac{(2c -10 )^2)}{116} ] + 200](/tpl/images/0682/9327/5ef1b.png)
![D(c) = - [\frac{[4c^2 + 100 -40c \ ])}{116} ] + 200](/tpl/images/0682/9327/e3ab9.png)
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Suppose the demand for a certain brand of a product is given by D(p)equals=StartFraction negative p...
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