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                the profit made when t units are sold, t > 0, is given by P=t^2-36t+320. Determine the number of units in order for P > 0 (a profit is made).
            
            
        Answers
                    Answered by
            bobpursley
            
    P=t^2-36t+320>0
for zeroes, t=(36+-4)/2=20;16
well, if those are the zeroes, then between them are the P<0
example, t=18
P=18^2-36*18+320=320-18^2=-4
example, t=22, P=22^2-36*22+320
P=12
    
for zeroes, t=(36+-4)/2=20;16
well, if those are the zeroes, then between them are the P<0
example, t=18
P=18^2-36*18+320=320-18^2=-4
example, t=22, P=22^2-36*22+320
P=12
                    Answered by
            Damon
            
    (t-20)(t+16) = 0
t = 20 is positive root
parabola opens up, anything above right hand root is positive p
so
t>20
    
t = 20 is positive root
parabola opens up, anything above right hand root is positive p
so
t>20
                    Answered by
            Damon
            
    (t-20)(t-16) = 0
t = 20 is right hand root
    
t = 20 is right hand root
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