evidence to conclude that ut every 6 months? Test the hypothesis at a level of Sigm test. 2. A certain manager wishes to find out if the proposed system of operations increases the gross sales of the products of the compared with existing system. To compare the results, six branches for each system are randomly selected for assessment. The resultie as follows: Proposed system Existing system Average sales in million x, = 42.5 x, = 32.6 %3D Standard deviation S = 5.7 S = 4.8 %3D Number of branches n, = 6 n2 = 6 %3D Is the proposed system significantly better than the existing system? Test at a = 0.01 and use a one-tailed test. %3D

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Can you answer number 2? Thank you in advance

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enough
dollars every
a
every 6 months? Test the hypothesis at a level of significance of 5%. Use a one-taile
test.
evidence to conclude that the groceries are not selling an average of 42 thousand da gh
2. A certain manager wishes to find out if the proposed system of operations increases
gross sales of the products of the compared with existing system. To compare the
results, six branches for each system are randomly selected for assessment. The resuli:
as follows:
Proposed system
Existing system
Average sales in million
x, = 42.5
x, 32.6
%3D
%3D
Standard deviation
s, = 5.7
S, = 4.8
%3D
S2
%3D
1
Number of branches
%3D
n, = 6
Is the proposed system significantly better than the existing system? Test at a = 0.01
%3D
and use a one-tailed test.
6 a of Is this e
Test the of the the steps previously.
2. A to find out if of the
3. Oil wells in a large field produce an average of 33.5 barrels per day. Fifteen randomly
selected oil wells produce an average of 30 barrels of crude oil
1. Ten in has an sales of 41 thousand
6 Test the at a level of of 5%. Use a one-tailed
evidence to the are not selling an of 42 dollars
per day with a standar
Transcribed Image Text:You Can Do This enough dollars every a every 6 months? Test the hypothesis at a level of significance of 5%. Use a one-taile test. evidence to conclude that the groceries are not selling an average of 42 thousand da gh 2. A certain manager wishes to find out if the proposed system of operations increases gross sales of the products of the compared with existing system. To compare the results, six branches for each system are randomly selected for assessment. The resuli: as follows: Proposed system Existing system Average sales in million x, = 42.5 x, 32.6 %3D %3D Standard deviation s, = 5.7 S, = 4.8 %3D S2 %3D 1 Number of branches %3D n, = 6 Is the proposed system significantly better than the existing system? Test at a = 0.01 %3D and use a one-tailed test. 6 a of Is this e Test the of the the steps previously. 2. A to find out if of the 3. Oil wells in a large field produce an average of 33.5 barrels per day. Fifteen randomly selected oil wells produce an average of 30 barrels of crude oil 1. Ten in has an sales of 41 thousand 6 Test the at a level of of 5%. Use a one-tailed evidence to the are not selling an of 42 dollars per day with a standar
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