DETAILS 1. [-/1 Points] Math 110 Course Resources - Derivatives Course Packet on average rate of change - Video Tutorial Compute the average rate of change f(x) = - on the interval [4,11]. Average rate of change = 2. [-/1 Points] DETAILS Math 110 Course Resources - Derivatives Course Packet on average rate of change Compute the average rate of change f(x) = vx on the interval [4,4.03]. Round your answer to four decimal places. Average rate of change = SEP 14MY 3. [-/1 Points ] DETAILS Math 110 Course Resources - Derivatives Course Packet on average rate of change The weekly demand function for office chairs is given by p = d(x) = 650 - 9x2 where x is the number of thousands of chairs and p is in dollars. Find the average rate of change of the unit price as the quantity demanded goes from 2000 chairs to 5000 chairs. dollars per one thousand chairs 14 - N Q V 4 44 F7 1I FB F10 45)) F12 F1 9- F2 20 F3 8 8 8 FA 2 FS -2- F6 esc K lo C W# 5 O R Y W E A S D F G H K N M Z X C V B 96 all command option rol option commandDETAILS 4. [-/1 Points] - Derivatives Course Packet on computing derivatives using the limit definition Math 110 Course Resources Let f(x) = 3x2 - 5x. (a ) Simplify ( 4 + h ) - f( 4) h Algebraically simplify your answer until you have cancelled out the factor of h in the denominator. (b) Evaluate lim ( 4 + h) - f( 4) h h - 0 If an answer does not exist, enter DNE. (c) Determine the equation of the line tangent to y = f(x) at x = 4. y = SEP 14 44 SC O- F6 F7 F8 FI F2 F3 FA F5 @ # $ % A & 2 3 4 5 6 8 9 Q W m R T Y U SPREVIOUS ANSWERS DETAILS 5. [0/1 Points] Let f (x) = _ (a) Simplify (3 + h ) - f( 3 ) h Algebraically simplify your answer until you have cancelled out the factor of h in the denominator. (b) Evaluate lim (3 + h) - F(3) h - 0 h If an answer does not exist, enter DNE. X (c) Determine the equation of the line tangent to y = f(x) at x = 3. y = Submit Answer 6 1/1 Paintel DETAILS PREVIOUS ANSWERS SEP 14 esc F2 20 080 F3 DOO F4 F5 44 F6 F8 @ # LA % A 2 & 3 4 5 6 7 8 Q W m R T Y