
Yefim S. answered 11/23/22
Math Tutor with Experience
dp/dt = 200/(4x + 5)1/2·dx/dt; dx/dt = (4x + 5)1/2·dp/dt/200 = (86 + 5)1/2·1/200 = 0.045 unit per month
Joey H.
asked 11/23/22The supply function for a product is given by p=75+100√(4x+5), where xx is the number of units supplied and p is the price in dollars. If the price is increasing at a rate of $1 per month, at what rate is the supply changing when x=19?
Yefim S. answered 11/23/22
Math Tutor with Experience
dp/dt = 200/(4x + 5)1/2·dx/dt; dx/dt = (4x + 5)1/2·dp/dt/200 = (86 + 5)1/2·1/200 = 0.045 unit per month
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Joey H.
Its supposed to be in units per month11/24/22