The MPS start quantities for products A and B are given as follows:ProductWeek346.78.152515151525The lot sizes, routing and standard time data for the products are given below. Assume that leactime is 1 week for each operation.Setup timeper batch(hr)Processingtime per unitProductLot sizeOperationWorkstation(hr)0.171 of 2WS 100WS 200WS 100WS 200150.202 of 20.120.291 of 20.150.13252 of 20.180.24The historical utilization data for WS 100 and WS 200 are given as 58% and 42%, respectively.Determine the capacity requirement (in hours) for WS 100 for week 4 using the overall factorsmethod.O a. 9.74O b. 4.42Ос. 6.71Od. 7.06O e. 9.38

Answered: The MPS start quantities for products A…

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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a.In an aquaculture study the following variables were measured on each fish: sex. Initial weight (g), bodytemperature (C), weight gain (g). For each variable indicate the scale of measurement. (b) A weed killer is to be applied at a rate of two ounces per 1000gallons of water (2oz/1000gallons). What is the application rate in ml/1000litrtrs if there are 28.375 ml/oz and 4.5liters/gallon? (c) The term test scores of 15 students enrolled in a Business statistics class were recorded inascending order as follows 4, 7, 7, 9, 10, 11, 13, 15, 15, 15, 17, 17, 19, 19, 20. After calculatingthe mean, median and the mode an error is discovered: one of the 15’s is really a 17. Of the threemeasures of central tendency which will change? (d) A student discovers that his grade on a recent test was the 72 nd percentile. If 90 students wrotethe test, then approximately how many students received a higher grade than he did?
8. An entrepreneur wanted to assess the quality of eggs produced by his subcontractors. He measured the weight (Y in g) of each egg in a selected pen as well as its circumference (X, in cm) to obtain the size. Define the population of the study.
Assuming an M/M/1 system setup with a service rate of 25 entities per hour and an idling ratioof 4% Define the system’s birth rate. Define at least two ways of arriving at the number of entities in the system. Define the ratio of the time an entity spends waiting and the time the entity spends in thesystem?
Assignment: Analyze Filling Line Problems Using Control Charting Attached Files: File Filling line example for X-bar & control chart.xlsxOpen this document with ReadSpeaker docReader (13.354 KB) Using the provided data, calculate the control limits (X-bar and r-chart, Capability Index, create a control chart, and calculate the percentage of units that are expected to be out of spec (z-value). Show your work A quick way to do the percents part of the filling line problem (you know, the percent underfilled, the percent overfilled, etc.), is to use Excel's norm.dist function rather than looking it up on a printed Z table. Use the norm.dist excel function with the LSL in the first position in the parameter list. Norm.dist gives you the left side return from the Z table. "Excel offers you the NORM.DIST statistical function for working with normal distributions. The NORM.DIST function calculates the probability that variable X falls below or at a specified value"…
please answer in 30 mins. answer only if right.
I need help with part b please
DETAILS BRECMBC9 9.1.TB.016. ASK YOUR TEACHER Workers who manufacture belts are sometimes pald based on the number of belts they produce. Compute Ada's gross pay if she made 744 belts. The rate per belt is given by the differential plecework schedule below. Pay Level Items Produced Rate per Item 1 1-240 $3.20 Over 240 $4.13 O $2,604.00 O $2,849.52 O $3,372.00 O $3,840.72 21. DETAILS BRECMBC9 9.II.TB.005. ASK YOUR TEACHER Mary earned $45,258.75 for the past calendar year. How much did she pay for the year in social security and Medicare taxes? (Social Security Tax is 6.2% of gross wages up to $128,400. Medicare Tax is 1.45% of all gross wages.) O $3,156.29 O $3,309.29 O $3,462.29 O $3,844.79 22. DETAILS BRECMBC9 9.11.TB.003. ASK YOUR TEACHER MacBook Air 4h > 411 & 4. 7\ 2 3 6. delete E R T Y U D H. K C option command command option
2.) Consider an M/M/2 system with an arrival rate of 9 per minute and a service rate of 8 per minute. What is the average time a customer spends in the system? Take your answer to three decimal places. Omit the units in your answer.
lustration 13.3. The price quotations for five different commo- dities for 1951 and 1965 are given below. Calculate index number for 1965 with 1951 as base by using the weighted average of price relatives. Commodities 1951 1955 Price per kgm Quantity kgm Price A 6. 50 10 · 2 100 C 4 60 6. 10 30 12 E 8. 40 12
i. ii. Table 1 iii. Top 15 countries with the highest wind power Country iv. Rank 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 China United States Germany United Kingdom India Brazil Spain France Canada Sweden Italy Turkey Australia Netherlands Mexico Gigawatt hours (GWh) 467037.4 341818.0 132102.0 75369.1 63522.3 57050.0 56444.0 39791.9 35638.0 27526.0 18676 14304 please solve iv only by minitabe 12080 10607 b. Construct a 95% confidence interval on the mean wind power. Calculate the sample mean and variance. Write the appropriate confidence formula and the assumptions. Calculate the confidence interval manually. Perform the analysis by Minitab. Copy your output and insert it into your report (use the latest Minitab version and do not write/type the output). 8951 7 4
IV. APPLICATION AND ANALYSIS ON QUEUING THEORY. Direction: Given the following assumptions, derive the answer/s for each question. In answering the questions, copy the questions into the Output Area and write your answers after each question. Assumptions: Mean Arrival Rate (2) = 3 customers/hour Number of Ser vers (C ) = 1 Mean Service Rate (U) = 4 customer s/hour 1. Calculate and determine the Occupation Rate. (p) 2. What is the average number in system average (L)? 3. Determine the average system in system (W). 4. What is the average time in queue (Wq)? 5. Determine the length of queue (Lq). Capacity Demand p = Available Capacity u =- L=p/(1- p) Lq= p2/(1- p) = L-p W=LA=1/(u- 2) We-Lψλ- λ( μ(μ- λ)

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