Table 1: Cancer Incidence Rates among Males and Females, 1999-2001, United States Male Female Age Counts (New
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Table 1: Cancer Incidence Rates among Males and Females, 1999-2001, United States
Male | Female | |||||||
Age | Counts (New Cases) | Population | Rate in Decimal Form | Rate per 100,000 | Counts (New Cases) | Population | Rate in Decimal Form | Rate per 100,000 |
<40 | 8,759 | 30,560,962 | 9,284 | 29,211,186 | ||||
40-49 | 10,628 | 9,537,477 | 18,455 | 9,487,526 | ||||
50-59 | 27,099 | 7,624,126 | 34,410 | 7,919,559 | ||||
60-69 | 49,422 | 4,535,884 | 38,997 | 4,873,955 | ||||
70-79 | 64,053 | 2,984,787 | 44,539 | 3,642,718 | ||||
80+ | 56,609 | 2,322,377 | 57,652 | 3,861,274 | ||||
Total | 216,570 | 57,565,613 | 203,337 | 58,996,218 |
- Calculate the total (crude) incidence rates of cancer for men and for women. Show all steps, including numerators and denominators outside of the table. Express your final answers per 100,000 males and per 100,000 females, as shown in Table 1. Then fill in the bottom row of the table. Which gender has the higher crude incidence rate of cancer? (6 points)
- Does the relative number of males versus females in each age group (the age composition of the populations of males and females) differ? Explain. In which age groups are there more men and in which age groups are there more women (not more male or female cases, but more males or females in the population). Which sex appears to have an older average age? (3 points)
- Calculate the category-specific (age-specific) incidence rates of cancer for each gender. You do NOT need to show all steps. Express your final answers per 100,000 men and per 100,000 women. In other words, fill in columns 4, 5, 8 and 9 of the table, except for the bottom row, which consists of crude rates. (6 points)
- Without considering the effect of sex, describe the pattern of incidences rates of cancer between different age groups. In other words, in general for males and for females, how is age related to cancer incidence? Compare only rates, not numbers of cases, and compare the size of these rates at different ages, down the columns for either males or females. (2 points)
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