b. Construct a frequency histogram using the frequency table created in part a. c. What can you analyse about the data distribution? From the survey, the committee collected responses from 100 applicants. Responses for the budget were recorded. (123K = 123,000) 245K 188K 198K 200K 499K 620K 379K 210K 345K 450K 199K 340K 490K 427K 555K 540K 350K 248K 350K 350K 560K 600K 278K 500K 370K 389K 310K 200K 510K 250K 478K 650K 545K 190K 267K 620K 555K 253K 499K 299K 610K 359K 365K 590K 198K 530K 489K 649K 530K 444K 450K 550K 298K 485K 390K 524K 498K 427K 560K 299K 610K 455K 549K 600K 570K 420K 399K 198K 429K 510K 250K 299K 270K 399K 555K 579K 368K 510K 320K 170K 459K 585K 495K 195K 535K 467K 401K 330K 310K 455K 369K 462K 555K 520K 545K 399K 300K 200K 299K 199K 6) Based on the given data, a. Create a complete frequency table with percentage frequency column with the class intervals of 100-.

MATLAB: An Introduction with Applications
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Chapter1: Starting With Matlab
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-Ensure complete frequency table and histogram using the values below. 1.Find the maximum and the minimum values in the data set. 2.Construct a table as shown,including all the values between the minimum and the maximum. 3.Count the number in the data set. Record these values in the number column. 4. Add the frequencies to find the total. 5.Convert the frequencies to percentages, and record in the per cent (%) column. Formula: Percentage frequency=count/total x 100 6. Total the percentages and record.
b. Construct a frequency histogram using the frequency table created in part a.
c. What can you analyse about the data distribution?
Transcribed Image Text:b. Construct a frequency histogram using the frequency table created in part a. c. What can you analyse about the data distribution?
From the survey, the committee collected responses from 100 applicants. Responses for the
budget were recorded. (123K = 123,000)
245K
188K
198K 200K 499K
620K
379K 210K
345K
450K
199K
340K 490K 427K 555K 540K 350K
248K 350K 350K 560K 600K 278K
500K
370K 389K 310K
200K 510K
250K
478K
650K
545K 190K
267K
620K
555K 253K
499K 299K 610K 359K 365K 590K
198K 530K 489K 649K 530K 444K
450K
550K 298K
485K 390K
524K
498K 427K
560K
299K
610K
455K
549K
600K 570K
420K
399K 198K 429K
510K 250K
299K
270K
399K 555K
579K
368K
510K 320K
170K
459K
585K 495K 195K
535K
467K
401K
330K 310K 455K 369K
462K 555K 520K
545K
399K 300K
200K
299K
199K
6) Based on the given data,
a. Create a complete frequency table with percentage frequency column with the
class intervals of 100-.
Transcribed Image Text:From the survey, the committee collected responses from 100 applicants. Responses for the budget were recorded. (123K = 123,000) 245K 188K 198K 200K 499K 620K 379K 210K 345K 450K 199K 340K 490K 427K 555K 540K 350K 248K 350K 350K 560K 600K 278K 500K 370K 389K 310K 200K 510K 250K 478K 650K 545K 190K 267K 620K 555K 253K 499K 299K 610K 359K 365K 590K 198K 530K 489K 649K 530K 444K 450K 550K 298K 485K 390K 524K 498K 427K 560K 299K 610K 455K 549K 600K 570K 420K 399K 198K 429K 510K 250K 299K 270K 399K 555K 579K 368K 510K 320K 170K 459K 585K 495K 195K 535K 467K 401K 330K 310K 455K 369K 462K 555K 520K 545K 399K 300K 200K 299K 199K 6) Based on the given data, a. Create a complete frequency table with percentage frequency column with the class intervals of 100-.
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