The table below gives the number of suicides estimated in the U.S. for a recent year by age, race (black or white), and sex. We are interested in possible relationships between age, race, and sex. We will let suicide victims be our population. Race and Sex 1-14 15-24 25-64 over 64 TOTALS 210 3,355 13,615 white, male 22,050 white, female 75 black, male 580 5 3,385 4,930 465 1,670 330 1,055 black, female o all others 40 270 TOTALS 310 4,650 18,780 29,760 O Part (a) Fill in the column for the suicides for individuals over age 64 and fill in the row for all other races. Race and Sex 1-14 15-24 | 25-64 over 64 TOTALS 210 v 22,050 white, male white, female 75 3,355 13,615 4870 580 3,385 890 v 4,930 v 1,670 v 330 black, male 5 465 1,055 145 black, female o 40 270 20 all others 20 210 455 95 780 TOTALS 310 4,650 18,780 6020 29,760 O Part (b) O Part (c) O Part (d) Find the probability that a randomly selected individual was black. (Enter your probability as a fraction.) O Part (e) Find the probability that a randomly selected individual was male. Do not include "all others" as male individuals. (Enter your probability as a fraction.) O Part () Out of the individuals over age 64, find the probability that a randomly selected individual was a black or white male. Do not include "all others" as black or white male individuals. (Enter your probability as a fraction.)

Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter12: Probability
Section12.3: Conditional Probability; Independent Events; Bayes' Theorem
Problem 54E: Cigarette Smokers The following table gives a recent estimate in millions of the smoking status...
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The table below gives the number of suicides estimated in the U.S. for a recent year by age, race (black or white), and sex. We are interested in possible relationships between age, race, and sex. We will let suicide victims be our population.
Race and Sex 1-14 15-24 25-64 over 64 TOTALS
210 3,355 | 13,615
|22,050
4,930
1,670
white, male
white, female
3,385
1,055
75
580
black, male
465
black, female
40
270
330
all others
TОTALS
310
|4,650 |18,780
29,760
O Part (a)
Fill in the column for the suicides for individuals over age 64 and fill in the row for all other races.
Race and Sex 1-14
15-24
25-64
over 64
ТОTALS
white, male
210
3,355
13,615
4870
22,050
white, female
75
580
3,385
890
4,930
black, male
465
1,055
145
1,670
black, female
|40
270
20
330
all others
20
210
455
95
780
TOTALS
310
|4,650
18,780
6020
29,760
+ Part (b)
+ Part (c)
O Part (d)
Find the probability that a randomly selected individual was black. (Enter your probability as a fraction.)
O Part (e)
Find the probability that a randomly selected individual was male. Do not include "all others" as male individuals. (Enter your probability as a fraction.)
O Part (f)
Out of the individuals over age 64, find the probability that a randomly selected individual was a black or white male. Do not include "all others" as black or white male individuals. (Enter your probability as a fraction.)
Transcribed Image Text:The table below gives the number of suicides estimated in the U.S. for a recent year by age, race (black or white), and sex. We are interested in possible relationships between age, race, and sex. We will let suicide victims be our population. Race and Sex 1-14 15-24 25-64 over 64 TOTALS 210 3,355 | 13,615 |22,050 4,930 1,670 white, male white, female 3,385 1,055 75 580 black, male 465 black, female 40 270 330 all others TОTALS 310 |4,650 |18,780 29,760 O Part (a) Fill in the column for the suicides for individuals over age 64 and fill in the row for all other races. Race and Sex 1-14 15-24 25-64 over 64 ТОTALS white, male 210 3,355 13,615 4870 22,050 white, female 75 580 3,385 890 4,930 black, male 465 1,055 145 1,670 black, female |40 270 20 330 all others 20 210 455 95 780 TOTALS 310 |4,650 18,780 6020 29,760 + Part (b) + Part (c) O Part (d) Find the probability that a randomly selected individual was black. (Enter your probability as a fraction.) O Part (e) Find the probability that a randomly selected individual was male. Do not include "all others" as male individuals. (Enter your probability as a fraction.) O Part (f) Out of the individuals over age 64, find the probability that a randomly selected individual was a black or white male. Do not include "all others" as black or white male individuals. (Enter your probability as a fraction.)
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