Attach all workings please.

Basic Marketing Research

Question: A investigation on Male and Female perceptions, attitudes, and buying behavior for Furniture.

The first thing is an introduction to your report. The following subsections must be included in the first part:

? Introduction: in four to five lines, explain the topic (give a very brief idea about your topic).

? Problem Statement: Justify properly the intensity of the issue, why it is important, and how your research will help the practitioners. Should be 2/3 of one page.

? Research Objectives: This time include your specific research objectives as well along with your broad research objective

? Research Questions: This time include your specific research questions as well along with your broad research question ( 1 single a broad question)

? Definition of key variable: Give the scholarly definition of the key variables (15marks)

PLEASE WRITE IN YOUR WORDS.

Question 26 If the probability of a student taking a calculus class is 0.10, the probability of taking a statistics class is 0.90, and the probability of taking a calculus class and a statistics class is 0.07, what is the probability of a student taking a calculus class or a statistics class? Provide your answer below:# 3 DISCRETE DISTRIBUTIONS. (25 pts) The literacy rate in Statistics in some US high schools is about 20%. Suppose 15 students in one high school selected at random are literate. a. In words, how the random variable X '2' Give its probability distribution function (Pd-f)- b. Calculate the (i) mean of X (ii) variance of X. c. Find the probability that more than ve students in the sample are literate. Bart and Lisa Simpsons take a Statistics class. The chance that Bart passes Statistics is 30%. The chance that Lisa passes Statistics is 80%. Let X be the number of Simpsons that pass Statistics. 1. Set up the table of distribution and cumulative distribution of X. (A probability tree may be helpful.) 2. Calculate the expected value and standard deviation of X. 3. How likely is it that exactly one of the two passes?3 (20 p) 45% of the students failed in statistics, 35% in computer and 25% in both statistics and computer courses. A randomly selected student, a) If it fails from the computer, the probability of failing the statistics, b) If it fails from statistics, the probability of failing from the computer, c) Find the probability of failing at least one of these two courses