Using the actual demand data provided below, complete the ta…

Using the actual demand data provided below, complete the table by computing the 3-month Moving Average forecast for each month 4-12 (use the one-step ahead approach) and the absolute deviation for each month. Then, compute the Mean Absolute Deviation for the period 4-12 (i.e. MAD4-12).  Note: be sure to include your shown work, month by month., making sure to list your forecasted values for periods 4-12 clearly.     Your Answer: 4 MA = (38+63+64) / 3 = 55 M(AD)=abs(80-55)=25 5 MA = (63+64+80) / 3 = 69 M=abs(48-69)=21 6 MA = (64+80+48) / 3 = 64 M=abs(51-64)=13 7 MA = (80+48+51) / 3 = 59.67 M=abs(54-59.67)=5.67 8 MA = (48+51+54) / 3 = 51 M=abs(39-51)=12 9 MA = (51+54+39) / 3 = 48 M=abs(45-48)=3 10 MA = (54+39+45) / 3 =46 M=abs(63-46)=17 11 MA = (39+45+63) / 3 =  49 M=abs(59-49)=10 12 MA = (45+63+59) / 3 = 55.67 M=abs(56-55.67)=0.33

Problem: Use the figure below to answer the following questi…

Problem: Use the figure below to answer the following question.  The mass of Piston B is 3 kg and the spring has a stiffness of N/m.  Assume that the system is initially at rest and the spring is initially at its free length before being compressed such that m. LO 13b & 13c: On a separate piece of paper, draw a free body diagram using S.P.R.E.A.D. and a kinetic diagram of the piston B. To satisfy the requirements of the quiz, Answer “yes” when complete.

Question: Answer the following question. LO 13e: Describe th…

Question: Answer the following question. LO 13e: Describe three ways that the normal/tangential coordinate system is different from the rectangular coordinate system when analyzing accelerated motion of a particle using Newton’s 2nd Law.  You may discuss differences in drawing free-body diagrams, kinetic diagrams, or solving problems. [ans1] [ans2] [ans3]