create a regression model for the Wedding Cost data set, using Wedding Cost as the dependent variable, and all other variables as independent variables. Try whether the Bride and Groom were payors for the wedding, and at least one additional interaction term in the model. Do that by Excel

Using the Excel file Weddings, apply the Regression tool using the wedding cost as the dependent variable and attendance as the independent variable.

1. What is the regression model?

2. Interpret all key regression results, hypothesis tests, and confidence intervals in the output.

3. If a couple is planning a wedding for 175 guests, how much should they budget?

4. Couple's Income	Bride's age	Payor	Wedding cost	Attendance	Value Rating
   $130,000	22	Bride's Parents	$60,700.00	300	3
   $157,000	23	Bride's Parents	$52,000.00	350	1
   $98,000	27	Bride & Groom	$47,000.00	150	3
   $72,000	29	Bride & Groom	$42,000.00	200	5
   $86,000	25	Bride's Parents	$34,000.00	250	3
   $90,000	28	Bride & Groom	$30,500.00	150	3
   $43,000	19	Bride & Groom	$30,000.00	250	3
   $100,000	30	Bride & Groom	$30,000.00	300	3
   $65,000	24	Bride's Parents	$28,000.00	250	3
   $78,000	35	Bride & Groom	$26,000.00	200	5
   $73,000	25	Bride's Parents	$25,000.00	150	5
   $75,000	27	Bride & Groom	$24,000.00	200	5
   $64,000	25	Bride's Parents	$24,000.00	200	1
   $67,000	27	Groom's Parents	$22,000.00	200	5
   $75,000	25	Bride's Parents	$20,000.00	200	5
   $67,000	30	Bride's Parents	$20,000.00	200	5
   $62,000	21	Groom's Parents	$20,000.00	100	1
   $75,000	19	Bride's Parents	$19,000.00	150	3
   $52,000	23	Bride's Parents	$19,000.00	200	1
   $64,000	22	Bride's Parents	$18,000.00	150	1
   $55,000	28	Bride's Parents	$16,000.00	100	5
   $53,000	31	Bride & Groom	$14,000.00	100	1
   $62,000	24	Bride's Parents	$13,000.00	150	1
   $40,000	26	Bride's Parents	$7,000.00	50	3
   $45,000	32	Bride & Groom	$5,000.00	50	5

Suppose you analyzed the ages listed on marriage licenses in Cumberland County, Pennsylvania for some period. You examine 100 licenses for your study. You find that the bride was younger than the groom for 67 couples, and the groom was younger than the bride for 27 couples. Both people listed the same age on the marriage license for the remaining 6 couples, so disregard them and consider 94 as the sample size.

Activity 6 Answers:

a) Determine a 99% confidence interval for the proportion of all marriages in this county for which the bride is younger than the groom.

b) Determine a 99% confidence interval for the proportion of all marriages in this county for which the groom is younger than the bride.

c) Comment on how the interval in part b compares to the interval in part a.

d) Comment on whether the sample data suggest that the bride is younger than the groom for more than half of the marriages in this county.

Evaluate your model using all factors outlined in the text. Assumptions, conditions, fit, outliers, etc.

Then explain your answer in words. Create a linear regression model that has 2 or 3 independent variables. Your choice of models…your choice of variables.

A1 Tim is a wedding planner. Looking at the data he has accessed, he is trying to simplify a model for how much a wedding will cost. Use the data to create a model with 2 or 3 Independent Variables, to predict Wedding Cost (dependent variable.) Evaluate your model using all factors outlined in the text.

Suppose that you are examining the difference in ages between brides and grooms. You are interested in conducting a significance test to examine to address the theory that the bride is younger than the groom in more than half of all marriages. A sample of 100 couples were observed, for which 67 had a bride younger than the groom.

whats is the parameter? .

Step 2: The null hypothesis and alternative hypothesis?

Step 5: whats the  p-value is:

Suppose that you are examining the difference in ages between brides and grooms. You are interested in conducting a significance test to examine to address the theory that the bride is younger than the groom in more than half of all marriages. A sample of 100 couples were observed, for which 67 had a bride younger than the groom.

whats is the parameter? .

Step 2: The null hypothesis and alternative hypothesis?

Step 5: whats the  p-value is:

In how many ways can a photographer at a wedding arrange 5 people in a row, including the bride and groom, if

(a) the bride must next to the groom?

(b) the bride is not next to the groom?

(c) the bride is positioned somewhere to the left of the groom?

This program is written by Ruby and Please rewrite this program as python.

input_lines = gets.split(" ")
tasizan = input_lines[0].to_i
hikizan = input_lines[1].to_i
cnt=-0

drill=[]
while cnt<tasizan
    kazu1 = rand(100)
    kazu2 = rand(100)
    next if kazu1+kazu2>99
    next if drill.include?("#{kazu1} + #{kazu2} =")
    drill.push("#{kazu1} + #{kazu2} =")
    cnt+=1
end
cnt=0
while cnt<hikizan
    kazu1 = rand(100)
    kazu2 = rand(100)
    next if kazu1 <= kazu2
    next if drill.include?("#{kazu1} - #{kazu2} =")
    drill.push("#{kazu1} - #{kazu2} =")
    cnt+=1
end
    puts drill.sample(tasizan+hikizan)

The command below produces a row vector of 100 random values uniformly distributed between -10 and +10.

r = 10.*rand(1,100)-10;

r = 20.*rand(1,100)-10;

r = -10.*rand(1,100)+10;

r = 10.*rand(1,100)-20;

How does marriage function as a kind of group alliance? What role do lobola (also known as bride price) and dowries play in creating and maintaining marriage alliances?