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27 Jul 2018
3. (14 points) Calculate the items indicated. Be clear about your steps, but you may use any method you like, and do not need to simplify as long as you have completed the derivative and evaluation, if required). a. Find g'[t] if g[x] = b. Find the equation of the tangent line to f[2] = 1 cos(x) at r = . You may use any of the following values if you like: sin[0] = 0, sin[1] = 0, sin 1 = 1, cos[0] = 1, co[n] = -1, cos1 = 0. c. Find C"[1] if C[r] =2-r-Vr+e? (Note: it says C"[1], not C'[1]). d. The average ticket price for a concert at the opera house was $50. The average attendance was 4000 people. When the ticket price was raised to $52, attendance declined to an average of 3800 people per performance. Write a linear demand relation for this situation relating the ticket price to the quantity of tickets sold.
3. (14 points) Calculate the items indicated. Be clear about your steps, but you may use any method you like, and do not need to simplify as long as you have completed the derivative and evaluation, if required). a. Find g'[t] if g[x] = b. Find the equation of the tangent line to f[2] = 1 cos(x) at r = . You may use any of the following values if you like: sin[0] = 0, sin[1] = 0, sin 1 = 1, cos[0] = 1, co[n] = -1, cos1 = 0. c. Find C"[1] if C[r] =2-r-Vr+e? (Note: it says C"[1], not C'[1]). d. The average ticket price for a concert at the opera house was $50. The average attendance was 4000 people. When the ticket price was raised to $52, attendance declined to an average of 3800 people per performance. Write a linear demand relation for this situation relating the ticket price to the quantity of tickets sold.
Deanna HettingerLv2
28 Jul 2018
