The price (in dollars) p and the quantity demanded q are related by the equation: p^2+2q^2=1100.If R is revenue, dR/dt can be expressed by the following equation: dR/dt=A*dp/dt, where A is a function of just q. A = ? Find dR/dt when q=15 and dp/dt=5. dR/dt = The price (in dollars) p and the quantity demanded q are related by the equation: p^2+2q^2=1100.If R is revenue, dR/dt can be expressed by the following equation: dR/dt=A*dp/dt, where A is a function of just q. A = ? Find dR/dt when q=15 and dp/dt=5. dR/dt = @Mathematics
i got the first part. dont know the second. did you complete all the other webwork questions?
did you get #13 second part or 14?
i got the second part, i don't get the first part?
#14 0.026 ft/min
i got 14. only 13 2nd part left. do you know? i have all the others if you need help
13 first part please, second part answer is -26.67
thats wrong for me. first part is (2q-550/q)
how did you get your 13 b?
my q = 20 and dp/dt= 3
R = pq R' = pq' + p'q q=15 p'=4 you can calculate for p using the first equation that is given p^2+2q^2=1100 you'll get p= sqrt(650) then you find q' by differentiating p^2+2q^2=1100 and sub the numbers in you'll get q'=-3.3 something then plug them all into R' = pq' + p'q and you'll get the answer
ohhh, that's why
ok let me try. good explanation
ok so i got -6 instead of -3.3
i am lost after that. can you help
you there?
your number is different, so your answers wont match mine
after that just plug everything in R' = pq' + p'q and you'll get R'
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