Quantitative Methods – I Sem 1 NMIMS Assignment Dec 2024
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Quantitative Methods – I Sem 1 NMIMS Assignment Dec 2024
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Quantitative Methods – I Sem 1 NMIMS Assignment Dec 2024
Best high-quality, 1st semester assignments for the following subjects at an affordable price – December 2024 Cycle.
NEW BATCH 2024
Business Communication | December Cycle 2024 Last Date of Submission – 4th DEC 2024 |
Financial Accounting | December Cycle 2024 Last Date of Submission – 4th DEC 2024 |
Micro Economics & Macro Economics | December Cycle 2024 Last Date of Submission – 4th DEC 2024 |
Organizational Behavior | December Cycle 2024 Last Date of Submission – 4th DEC 2024 |
Marketing Management | December Cycle 2024 Last Date of Submission – 4th DEC 2024 |
Quantitative Methods – I | December Cycle 2024 Last Date of Submission – 4th DEC 2024 |
Get plagiarism-free, expertly crafted NMIMS 1st semester assignments for the December 2024 new batch, covering essential subjects such as Business Communication, Financial Accounting, Marketing Management, Micro and Macro Economics, Organizational Behavior, and Quantitative Methods – I. Buy assignments for all subjects with the assurance of unique, high-quality content tailored to NMIMS standards.
Check new NMIMS question paper for Dec 2024 cycle for New admissions
NMIMS Centre for Distance and Online Education (NCDOE)
Course: Quantitative Methods – I
Internal Assignment Applicable for Dec 2024 Examination
Q1. Explain the following concepts
– Difference between point estimate and interval estimate. (2 Marks)
– Concept of confidence interval for any estimate (Mean / Proportion). (2 Marks)
And solve the following question
A sample of 30 students’ test scores is randomly selected from a large class. The sample has a
mean score of 85 points and a standard deviation of 6 points. Calculate the 99% and 95%
confidence intervals for the population mean. (6 Marks)
(10 Marks)
Q2 (A) The monthly rent paid by a group of 15,000 tenants in a city is found to be normally
distributed with a mean of 12,000 and a standard deviation of 1,500. Answer the following
questions:
a) What is the probability that a tenant selected at random pays more than 10,500 in rent?
b) What is the probability that a tenant selected at random pays more than 14,700 in rent ?
(5 Marks)
Q2 (B) A pharmaceutical company claims that its new drug reduces the average recovery time from
the flu to less than 7 days. Historically, the average recovery time for the flu without the drug
is 7 days. To test this claim, the company conducted a study with 50 patients who took the
new drug. The sample mean recovery time was 6.5 days with a population standard deviation
of 2 days. Can we accept the company’s claim at the 5% level of significance?
(5 Marks)
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