Chapter 12 Test Due in 7 hours, 22 minutes. Due Thu 07/30/2020 11:59 pm Questions A regression analysis was performed to determine if there is a relationship between bours of TV watched per day (x) and number of sit ups a person can do (y) Question 1[11.7/13] Question 2 [13/13] Question 3 [13/131 C Question 4 (4.3/13) C Question 5 (0/13) Question 6 (0/13) Question 7 (13/131 C Question 8 (0/13) The results of the regression were: yaxeb -1.36 23.233...
Sales Day 1 Day 2 80 75 Day 3 Day 4 Day 5 Day 6100 45 70 70 Day 7 Store Closed 3. Using the data provided above, please calculate: a. Average Demand per day b. Average Demand per year C. If average item cost is $50, holding cost ratio is 15%, and order cost is $100; what is the EOQ?
FALL 2019-202 5) Solve the following Class Enrollment by Period and Days of the First Week for the Second Semester Period Mon. Thes. Wed. Thur. Fri 1 7:00-7:50 AM 277 374 259 140 207 2 7:55-8:45 AM 653 728 593 453 8:50-9:40 AM 908 863 824 798 604 9:45-10:35 AM 962 782 849 795 561 10:40 - 11:30 AM 914 858 793 93 11:35-12:25 PM 711 773 375 816 527 7 12:30 :20 PM. 686 734 696 733 348 8....
Chem 1305 Exam 2-3 J. Chen Module 4, 5, 6 & 7 V21-3 Print Name 43. The subshell that has three orbitals and can hold up to sis electrons is the A subshell B) 5 subshell c) d subshell D) p subshell E) none of the above 44. How many electrons are unpaired in the orbitals of nitrogen? A) 9 B) 3 C) 5 D) 14 E) none of the above 45. Which element is represented by the electron configuration...
2.4 Cross Pm given that the velocity is 2: t 9.) Find the position function řit) Últ) = (-sin (3t), is 707= 3i+2jt6k er pel elogi wi x) Fine (Št?;234 >etty the initial position Sortimen in 10.) Find the equation for the plane tangent to x®z - y'z taxy* =15 at the point P (2,1,1)
Fill in the code Procedure BinaryPeak(a_1, a_2, ..., a_n: 1. t:= 1 2. j:= n 3. while (t < j) 4. m [j/2] 5. if 6.:= m + 1 7. else 8. j:= m 9. return t
Question 7 (2 marks) Attempt 3 19 J (t) Determine the Fourier transform of: T(t+3)2 Your answer should be expressed as a function of w using the correct syntax. Fourier transform is F(w) = Question 7 (2 marks) Attempt 3 19 J (t) Determine the Fourier transform of: T(t+3)2 Your answer should be expressed as a function of w using the correct syntax. Fourier transform is F(w) =
Case Study 7 A 45-year-old man went to see his doctor. He is a physical education teacher, who had done a “Tough Mudder” competition three days earlier. He had run 10 miles through mud, climbed several walls, one of which he fell down due to the fact he was slippery from all the mud, and taking an electrical volt to the head while in the water. He had felt sore for a couple of days, but you felt it was...
Let C be the curve with parametrization 7 (t) = 8sin(t) 7 - 8cos(t)j + (15t-10) where 0 sts2. Which of the following is equal to dř in the line integral (3.dñ of a vector field F(x, y, z) along C. Select one: a. di = 17dt b. dr = [8cos(t)7 +8sin(t)] +15K ]dt c. di = 289dt d. dň = [8sin(t) 7 – 8cos(t)] +15K ]dt e. di = [8cos(1)7 - 8sin(t)] + 15% ]dt
f(t) -S -8 -7 -3 --1 3 5 1 2 13 4 7 8 9 12 t(ms 15 16 4. For the above periodic signal f(t), specify the symmetry (if any) and determine all coefficients as well as the value for w, so as to find the Fourier series representation of f(t) in the following forms. (24 pts) GO A. f(t) = a + ancos(not) + b sin(nw.t): B. f(t) = R-Cneinwor. n=1 Type A