Question

In: Nursing

Q3: A study followed a population of 2000 women aged over 65 years for 10 years...

Q3: A study followed a population of 2000 women aged over 65 years for 10 years and measured the number of cases of osteoporosis diagnosed during that time period. The investigators were interested in the effect of regular exercise on the development of osteoporosis and divided he women into two groups: 1000 women who took regular exercise and 1000 women who did not take regular exercise. The investigators recorded 800 new cases of osteoporosis over the 10 years of the study, 300 in those who took regular exercise and 500 in those who did not. The number of person years at risk was 8350 in those who exercised regularly and 6950 in those who did not. Calculate (i) the risk ratio and (ii) the rate ratio for the effect of regular exercise on osteoporosis in these women. Interpret your answer. (4pts)

Solutions

Expert Solution

1). The relative risk or risk ratio is the way to compare the risks for the two groups. To obtain the risk ratio, simply divide the cumulative incidence in the exposed group by the cumulative incidence in the unexposed group.

The incidence risk of   osteoporosis in exposed group/ those who exercise regularly = 300/1000= 0.3 per 10 years

The incidence risk of osteoporosis in non-exposed group/ those who do not exercise regularly= 500/1000=0.5 per 10 years

Risk ratio= cumulative incidence in exposed group / cumulative incidence in the unexposed group

Risk ratio= 0.3/0.5 = 0.6

The risk ratio of 0.60 indicates that the women over 65 years and exercise regularly have a lower level, 40% lower risk of developing osteoporosis than the women over 65 and do not exercise regularly in the cohort study population.

2) Rate ratio / Incidence ratio

The incidence rate of osteoporosis in women who exercised regularly (exposed) = 300/8350 person-years

= 0.03593 per person-year

= 35.93 per 1000 person-year

The incidence rate of osteoporosis in women who do not exercise regularly (unexposed)

= 500/6950 person years

=0.07194 per person-year

= 71.94 per 1000 person-years

Rate ratio= incidence rate in exposed group/ incidence rate in the unexposed group

=35.93/71.94= 0.50

The rate ratio of 0.50 represents that women over 65 years and who exercise regularly have 50% of the lower rate of osteoporosis than the women who do not exercise regularly.


Related Solutions

16. An epidemiologic study of breast cancer among elderly women followed 1,000 women, 65-79 years of...
16. An epidemiologic study of breast cancer among elderly women followed 1,000 women, 65-79 years of age, without evidence of breast cancer over several years. Every two years the investigators examined the women for breast cancer. The results were as follows: 12 new cases at the first evaluation, 11 new cases at the second evaluation, 23 new cases at the third evaluation, and 28 new cases at the fourth (and final) evaluation. The investigators also noted that 40 women had...
part of a long-term study of individuals aged 65 years or older, sociologists and physicians at...
part of a long-term study of individuals aged 65 years or older, sociologists and physicians at the Wentworth Medical Center in upstate New York investigated the relationship between geographic location and depression. A sample of 60 individuals, all in reasonably good health, was selected; 20 individuals were residents of Florida, 20 were residents of New York, and 20 were residents of North Carolina. Each of the individuals sampled was given a standardized test to measure depression; higher test scores indicate...
The mean weight of males aged over 30 years in a certain population is 76 KG....
The mean weight of males aged over 30 years in a certain population is 76 KG. Recently there was some tendency among this population to practice exercises to reduce weight. A random sample of size 40 is selected and it is found that sample mean and standard deviation are 74 and 8 respectively. Do the data provide sufficient evidence to conclude that the mean weight for this population has reduced. Use 5% significance level. please can someone help
a) In the 1999-2000 NHANES report, the reported cancer rate for women subjects age 65 and...
a) In the 1999-2000 NHANES report, the reported cancer rate for women subjects age 65 and older is 14%. Using this estimate as the true percentage of all females ages 65and over who have been told by a health care provider that they have cancer, find the probability that if 210 women are selected at random from the population, more than 20% will have been told they have cancer. b) In the same report, the cancer rate for men ages...
a) In the 1999-2000 NHANES report, the reported cancer rate for women subjects age 65 and...
a) In the 1999-2000 NHANES report, the reported cancer rate for women subjects age 65 and older is 14%. Using this estimate as the true percentage of all females ages 65and over who have been told by a health care provider that they have cancer, find the probability that if 210 women are selected at random from the population, more than 20% will have been told they have cancer. b) In the same report, the cancer rate for men ages...
In the 1999-2000 NHANES report, the reported cancer rate for women subjects age 65 and older...
In the 1999-2000 NHANES report, the reported cancer rate for women subjects age 65 and older is 14%. Using this estimate as the true percentage of all females ages 65and over who have been told by a health care provider that they have cancer, find the probability that if 210 women are selected at random from the population, more than 20% will have been told they have cancer. In the same report, the cancer rate for men ages 65 and...
The heights of women aged 18– 24 are approximately Normal with mean 65 inches and standard deviation 2.5 inches.
  The heights of women aged 18– 24 are approximately Normal with mean 65 inches and standard deviation 2.5 inches. A) What range contains the middle 95% of women heights? B) What percentage of women is taller than 67.5 inches? C) What percentage of women are taller than 70 inches? D) How tall are the tallest 5% of women?
In 2000, 58% of females aged 15 years of age and older lived alone, according to...
In 2000, 58% of females aged 15 years of age and older lived alone, according to the U.S. Census Bureau. A sociologist tests whether this percentage is decreased today by conducting a random sample of 500 females aged 15 years of age and older and finds that 280 are living alone. Is there sufficient evidence at the α=0.05 level of significance to conclude the proportion has decreased since 2000? If a random sample of 30 females aged 15 years of...
A study to determine haemoglobin due to the strength of medication categorised into 5 groups were conducted on 27 women aged 18-40 years.
A study to determine haemoglobin due to the strength of medication categorised into 5 groups were conducted on 27 women aged 18-40 years. The table below displays the data and the relevant descriptive quantities.Medication strengthA B C D E0.8 0.7 1.2 1.0 0.60.6 0.8 1.0 0.9 0.40.6 0.5 0.9 0.9 0.40.5 0.5 1.2 1.1 0.70.6 1.3 0.7 0.30.9 0.80.7   a) Normality assumption was checked, and it was not normally distributed. Hence, determine if the five groups of medication strength have...
In​ 2013, Country A had a population aged 16 and over of 35​ million, a labour...
In​ 2013, Country A had a population aged 16 and over of 35​ million, a labour force participation rate of​ 70%, and an unemployment rate of​ 8%. In​ 2014, the population rose by​ 1%, the number of new entrants was 50​ 000, the number of employed habitants remained​ unchanged, and the unemployment rate decreased to​ 7.0000033%. What was the total number of dropouts and retirements in​ 2014?
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT