Question

In: Statistics and Probability

A researcher wishes to test claim that that the average cost of a coke in Mexico...

A researcher wishes to test claim that that the average cost of a coke in Mexico is different than the average cost for a coke in Russia. The cost is measured in US Dollars. Sample data are provided below. Test the claim using α=0.10.

Mexico Russia

X ¯ 1 =1.26

s 1 =0.11

n 1 =14

X ¯ 2 =1.52

s 2 =0.09

n 2 =14

State the claim:

H 0 μ 1    

H 1 μ 1≠ μ 2 claim

Determine the direction of the tails: Left, Right, or Two:  tail/s.

Find the critical value:+/-

Compute Test Point (round to 2 place values) :

Do we Reject or Do Not Reject?  

Summarize: There is enough evidence to  the claim.

Solutions

Expert Solution


Related Solutions

researcher wishes to test the claim that the average weight of an adult elephant is 12500...
researcher wishes to test the claim that the average weight of an adult elephant is 12500 pounds. The researcher collected a sample of 33 adult elephants. The sample average for the weight of the elephants was 12200 pounds. The population standard deviation is believed to be 720 pounds. With alpha = 0.06, is there enough evidence to reject the claim. a) Is this a test that uses, z-scores, t-scores, or chi-squared values? b) [2 points] Does this problem involve proportions?...
A researcher wishes to test claim that there is no difference in the life span of...
A researcher wishes to test claim that there is no difference in the life span of two types of reptiles: the Nile crocodile and giant sea turtle. Sample data including the average lifespan of both reptiles are provided below. Test the claim using α=0.05. Nile Crocodile Giant Sea Turtle X ¯ 1 = 45 s 1 ==2.6 n 1 =12 X ¯ 2 =44 s 2 =6.5 n 2 =10 State the claim: H 0 μ 1   claim H 1 μ...
2. A researcher wishes to test the claim that there is a difference in the distribution...
2. A researcher wishes to test the claim that there is a difference in the distribution of ages of elementary school, high school, and community college teachers. Teachers are randomly selected from each group. Their ages are recorded below. Can you conclude that the distributions of teachers' ages at these different levels of education are different? Use the Kruskal-Wallis test. Use α = 0.05. Elementary 28,33,32,57,42,30 High school 41,46,43,52,47,36 Comm. College 44,50,41,66,50,40 need work shown
A tree researcher wishes to test the claim made by a colleague that trees of a...
A tree researcher wishes to test the claim made by a colleague that trees of a certain species in a forest to the north are the same height as the same species in a forest to the south. The researcher collected samples from both forests. In the northern forest, the sample size was 9 trees, the sample average was 32.7 ft, and the sample standard deviation was 6.9 ft. In the southern forest, the sample size was 12 trees, the...
Question 1 A researcher wishes to test the claim that the mean of tuition fees at...
Question 1 A researcher wishes to test the claim that the mean of tuition fees at a four-year private college for one semester is greater than RM5700. She selects a random sample of 36 four-year private colleges was selected and the mean is RM5950. The population standard deviation is RM659. Use α=0.05 to determine whether the mean of tuition fees at a four-year private college for one semester is greater than RM5700. i. Identify the claim and state the H0...
A car company wishes to test the claim that at an average of 55 mph, the...
A car company wishes to test the claim that at an average of 55 mph, the stopping distance for auto brakes is 130 ft. In a random sample of 12 individuals that were tested for their breaking distance were recorded, a sample mean of 114 ft. and with a standard deviation is recorded as 20 ft. At the 5% level of significance, test the claim that the stopping distance for a car traveling at 55 mph is different than the...
A car company wishes to test the claim that at an average of 55 mph, the...
A car company wishes to test the claim that at an average of 55 mph, the stopping distance for auto brakes is 130 ft. In a random sample of 21 individuals that were tested for their breaking distance were recorded, a sample mean of 114 ft. and with a standard deviation is recorded as 20 ft. At the 5% level of significance, test the claim that the stopping distance for a car traveling at 55 mph is less than the...
A car company wishes to test the claim that at an average of 55 mph, the...
A car company wishes to test the claim that at an average of 55 mph, the stopping distance for auto brakes is 130 ft. In a random sample of 12 individuals that were tested for their breaking distance were recorded, a sample mean of 114 ft. Based on the previous records, the standard deviation is recorded as 20 ft. At the 10% level of significance, test the claim that the stopping distance for a car traveling at 55 mph is...
. A manufacturer of cigarettes wishes to test the claim that the variance of the nicotine...
. A manufacturer of cigarettes wishes to test the claim that the variance of the nicotine content of cigarettes his company makes is .638 milligrams. The variance of 25 cigarettes is .930 milligrams. Test this claim at the alpha = .05 level.
14. Claim: The average cost to repair a smart phone is less than $100. Test at...
14. Claim: The average cost to repair a smart phone is less than $100. Test at α = 0.1. Data: 7 smart phone repairs are chosen at random. The average of these is $95.56, with a standard deviation of $20. (a) Are these data statistically significant evidence to support the claim? (b) Are these data statistically significant evidence to refute the claim?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT