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A scale drawing of a rectangle room has a length of 6 inches and a width of 4 inches. The…

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A scale drawing of a rectangle room has a length of 6 inches and a width of 4 inches. The drawing uses a scale of one inch to three feet. Find the cost to carpet the room if carpeting cost $5.50 per square foot



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The scale factor of two similar triangle is 4:5. If one angle of the smaller triangle measures 60…

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The scale factor of two similar triangle is 4:5. If one angle of the smaller triangle measures 60 degrees, what is the measure of its corresponding angle in the larger triangle?



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a runner’s time in a one-mile race t, varies jointly directly as the number of hours of practice…

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a runner’s time in a one-mile race t, varies jointly directly as the number of hours of practice per week, p, and the runner’s height h, and inversely as the runner’s weight, w. A 72-inch tall runner weighing 175 pounds completes a one-mile race in 324 seconds after practicing 14 hours per week. how many hours per week should a 64-inch tall runner weighing 132 pounds spend practicing in order to complete a one-mile race in 300 seconds?



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scott broke a lamp while playing football inside the house. if his mother can yell at a rate of 10 words every four seconds, how many words could Scott’s mother yell in 4.5 weeks if she yelled continously?

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scott broke a lamp while playing football inside the house. if his mother can yell at a rate of 10 words every four seconds, how many words could Scott’s mother yell in 4.5 weeks if she yelled continously?



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A seamstress bought 5 and 3/4 yards of red silk fabric. She used 2 ft of the fabric to make a purse and 2 and 5/6 yards of the fabric to make a matching belt. How many of yard fabric did she have left?

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A seamstress bought 5 and 3/4 yards of red silk fabric. She used 2 ft of the fabric to make a purse and 2 and 5/6 yards of the fabric to make a matching belt. How many of yard fabric did she have left?



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a security code consists of 5 digits (0-9, and a digit may not be used more than once. how many…

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a security code consists of 5 digits (0-9, and a digit may not be used more than once. how many possible security codes are there?



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Sara earns 5% interest on her $2,500 cerificate of deposit. How much will simple interst will Sara earn in 3 years?

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Sara earns 5% interest on her $2,500 cerificate of deposit. How much will simple interst will Sara earn in 3 years?



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A sawmill runs for three 4-hour shifts per day. It produces 500 2×4’s per hour, which are…

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A sawmill runs for three 4-hour shifts per day. It produces 500 2×4’s per hour, which are divided into 50 piece bundles automatically. If a forklift operator is able to load 10 bundles of 2×4’s per hour, how many hours will it take the operator to load a full day of production



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Simply. Express your answer with positive exponents. 1). (3xy-1)4 Divided by z2 2). (3xy2)2 Divided…

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Simply. Express your answer with positive exponents. 1). (3xy-1)4 Divided by z2 2). (3xy2)2 Divided by x3

4) ( a2b) 3 Divided by 2b-1

6). (4x) 3 Divided by y3

Evaluate or simplify the numerical expressions. 34). (16)3/4 35). (4)3/2 Simply and Express your answer with positive exponents. Evaluate or simplify the numerical expressions. 45). 62 Times 6-2/3

46). 111/2 Times 113 Solve by the quadratic formula. Simplify your answers. 6). x2 + – 3x 1 = 0 8). 4×2 + x 1 = 0 14). 6×2 -2x – = 0 Combine 32). 3 13 + 7 13 36). 90 – 10 52). 75a3 + 12a



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Quantative Analysis

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Simulation with random numbers quantitative analysis class. Fill out word document with findings and attach excel document. See attachment.

Notes:Before doing this assignment, do the practice problem posted under Apply and Discover. Word-process your answers within this document. Do not create a new file. Show all steps used in arriving at the final answers. Incomplete solutions will receive partial credit.

Problem

During the dinner hour, the distribution of the inter-arrival time of customers at a restaurant is estimated to be as shown below. The mode of payment and the service times of the cash and credit card customers are shown in the following tables. Complete the tables and simulate the system for 20 customer arrivals and determine the average time a cash and credit card customer must wait in line before paying the cashier.

Use Column A of the given random number table to determine the customer inter-arrival time. For the arrival time, please start at 0 seconds, and increments in seconds from the results you get from decoding of the random numbers. As an example, the first random number is 6320, which equates to 60 seconds of inter-arrival time. So, your first customer arrival time is 60 seconds. For your second customer, the random number is 4630, which also equates to 60 seconds of inter-arrival time. As a result, your second customer arrival time will be 120 seconds, and so on. Please keep your results in seconds for all customers.

Use Column B to determine whether the customer pays with cash or credit, and Column C to determine the service time.

Inter-arrival time

Inter-arrival Time Probability Cumulative Probability Random Number Interval
30 seconds 0.45
60 seconds 0.25
90 seconds 0.15
120 seconds 0.10
150 seconds 0.05

Mode of Payment

Payment Mode Probability Cumulative Probability Random Number Interval
Cash 0.6
Credit Card 0.4

Cash Service Time

Service Time Probability Cumulative Probability Random Number Interval
20 seconds 0.35
40 seconds 0.30
60 seconds 0.25
80 seconds 0.10

Credit Card Service Time

Service Time Probability Cumulative Probability Random Number Interval
30 seconds 0.20
60 seconds 0.45
90 seconds 0.25
120 seconds 0.10
Random Numbers
(A) (B) (C)
6320 1094 1995
4630 7371 7971
8657 2809 3554
0030 5148 6300
5624 9115 5495
6728 1469 5165
5925 6480 9339
2829 2447 6997
7939 7031 1443
6476 8442 3574
3319 7387 0150
8134 1788 0933
1712 4891 7082
6317 1149 5025
6605 8822 4081
2734 9451 4100
0432 2990 7190
3441 8314 6822
0726 7176 5053
6969 2766 8284

Complete the table below to show the results of the simulation.

Customer Random Number Arrival Time Random Number Mode of Payment Random Number Service Time Service Time Waiting Time
Begins Ends Cash Credit
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
Average Waiting Time (Cash)=
Average Waiting Time (Credit)=

Must:

Pass Turn it is

Be recieved on or before the deadline



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