Get Top-Notch Tutor's Assistance With Two-Variable Linear Regression Assignment Help Service To Score High!

Home   Course  
Previous << || >> Next

Two-Variable Linear Regression

GETTING STUCK WITH SIMILAR TWO-VARIABLE LINEAR REGRESSION ASSIGNMENT? ENROL WITH EXPERTSMINDS’S ASSIGNMENT HELP SERVICES AND GET DISTRESSED WITH YOUR ASSIGNMENT WORRIES!

Question 1: Calculate the following (You need to explain and provide the formula used in each one of the cases below):

Answer: The table given below shows the workings for moments, standard deviation and correlation coefficient

a) The first moment of X and Y.

Answer: The first moment is calculated by using the formula given below

E (X) = Σx/n = 3680/5 = 736

E (Y) = ΣY/n = 1380/5 = 276

b) The standard deviations of X and Y.

Answer: The standard deviation of X and Y are calculated by using the formula given below

s_x=√((Σ(x - x ¯)^2)/(n - 1))

=√(((1145 - 736)^2 + (510 - 736)^2 + (380 - 736)^2 + (530 - 736)^2 + (1115 - 736)^2)/(5 - 1))

=364.4071

s_y=√((Σ(y - y ¯)^2)/(n - 1))

=√(((465 - 276)^2 + (150 - 276)^2 + (165 - 276)^2 + (250 - 276)^2 + (350 - 276)^2)/(5 - 1))

=132.354

NO PLAGIARISM POLICY – ORDER NEW TWO-VARIABLE LINEAR REGRESSION ASSIGNMENT & GET WELL WRITTEN SOLUTIONS DOCUMENTS WITH FREE TURNTIN REPORT!

c) The covariance of X and Y.

Answer: The covariance is calculated by using the formula given below

covariance= (Σ(x - x ¯ )*(y - y ¯ ))/(n - 1)

= ([(1145 - 736) + (510 - 736) + (380 - 736) + (530 - 736) + (1115 - 736) ] * [(465 - 276) + (150 - 276) + (165 - 276) + (250 - 276) + (350 - 276) ] )/(5 - 1)

= 35739

d) The correlation coefficient, called ρ, between X and Y.

Answer: The correlation coefficient is calculated by using the formula given below

r = (nΣxy - (Σx)(Σy))/(√(nΣx^2 - (Σx)^2) √(nΣy^2 - (Σy)^2))

r = (5*1194375 - 3680*1380)/(√(5*3239650 - 3680^2 ) √(5*450950 - 1380^2 ))

= 0.9263

Therefore, the required correlation coefficient is 0.9263

This indicates that there exists strong positive linear relationship between Cigarettes Consumed per capita in 1930 and Lung Cancer Deaths per million people in 1950

GET ASSURED A++ GRADE IN EACH TWO-VARIABLE LINEAR REGRESSION ASSIGNMENT ORDER – ORDER FOR ORIGINALLY WRITTEN SOLUTIONS!

Question 2: Difference in Air Pollution between the two countries.

Answer: Air pollution is considered as one of the most important and influential environmental risk to health. There is more chance for the country to reduce the risk of many diseases like heart related ailments, lung cancer, respiratory diseases (both acute and chronic) and stroke if they reduce the levels at which their air gets polluted

The differences in air pollution between the two countries might be due to

• Climatic Conditions

• Exposure Profile

• Industrial Smoke Emission

• Transportation smoke emission

• Air polluted from waste materials

HIRE PROFESSIONAL WRITER FROM EXPERTSMINDS.COM AND GET BEST QUALITY TWO-VARIABLE LINEAR REGRESSION ASSIGNMENT HELP AND HOMEWORK WRITING SERVICES!

Tag This :- Two-Variable Linear Regression Assignment Help, TG59TON1013APP

get assignment Quote

Assignment Samples

    Business Strategy Assignment Help

    business strategy assignment help - the paper asked to discuss on the impact of amazon's mission, vision, and primary stakeholders on its overall success

    MBA600 Capstone Assignment Help

    mba600 capstone assignment help, Kaplan Business School, Australia - Pick a real organisation of your choice - Apple Inc. and apply the strategic thinking.

Get Academic Excellence with Best Skilled Tutor! Order Assignment Now! Submit Assignment