Question

Question 2: In another part of the paper, they look at the characteristics of people who were classified as 'low' or 'moderate' chocolate consumers. Total daily chocolate consumption Low ($\leq$ 10 g/day) Moderate ($>$ 10g/day) Total Men 19 34 53 Women 29 49 78 Total 48 83 131 a) What would be an appropriate graph to display this information? b) Is there any evidence that there is an association between gender and level of chocolate consumption? H0: H1: Test statistic (write out the equation, answer is 0.0241) Compared with distribution (include degrees of freedom if appropriate): P-value = 0.472 Conclusion:

          Question 2:
In another part of the paper, they look at the characteristics of people who were classified as
'low' or 'moderate' chocolate consumers.
Total daily chocolate consumption Low ($\leq$ 10 g/day) Moderate ($>$ 10g/day) Total
Men
19
34
53
Women
29
49
78
Total
48
83
131
a) What would be an appropriate graph to display this information?
b) Is there any evidence that there is an association between gender and level of
chocolate consumption?
H0:
H1:
Test statistic (write out the equation, answer is 0.0241)
Compared with distribution (include degrees of freedom if appropriate):
P-value = 0.472
Conclusion:

Question 2:
In another part of the paper, they look at the characteristics of people who were classified as
'low' or 'moderate' chocolate consumers.
Total daily chocolate consumption Low (≤ 10 g/day) Moderate (> 10g/day) Total
Men
19
34
53
Women
29
49
78
Total
48
83
131
a) What would be an appropriate graph to display this information?
b) Is there any evidence that there is an association between gender and level of
chocolate consumption?
H0:
H1:
Test statistic (write out the equation, answer is 0.0241)
Compared with distribution (include degrees of freedom if appropriate):
P-value = 0.472
Conclusion:

Added by Lu-S S.

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