The probability of selecting 1 female at random is 4/8
There are now 7 students, 3 of which are female so the probability of selecting another female is 3/7
The probability two randomly selected students are female is (4/8)x(3/7)= 3/14
There is no particular record about that thing. Males believe that females cheat more. Females believe that males cheat more. Therefore, it is totally dependent.
Domestic violence statistics are higher with women of color. African American females experience domestic abuse 35% more often than white females. 48% of Latina females reported increased domestic violence after immigrating to the US.
The median weekly income for females in 1980 in the United States of America was $46.8. The figure has however gone up in the current generation.
percentage of males and percentage of females
101 males to every 100 females
To find the probability that all four randomly selected females aged 60 will survive the year, we can use the survival probability of 99.186% (or 0.99186). The probability that all four survive is calculated by raising this probability to the power of 4: [ P(\text{all survive}) = (0.99186)^4 \approx 0.9661. ] Thus, the probability that all four will survive the year is approximately 96.61%.
To predict the number of females in the school, we can use the proportion of females from the sample. In the sample, 30 out of 75 students are female, which is 40%. Applying this percentage to the total student population of 1000, we estimate that there are approximately 400 females in the school (0.40 * 1000 = 400).
Well there is Rosa Parks
20 females, 18 males
12 40/100 of 30 = 12
yes.
There are 28.8 to equal it 29 females are in a class
There are millions and millions of straight A students all over the world both males and females.
60 x 70% = 60 x 0.7 = 42
There are 475 people total 300 are male so 175 are female (assuming they all identify as male or female) 135 males like fried food 270 people total do not like fried food 105 females do not like fried food 175 - 105 = 70 females do like fried food 270 - 105 = 165 males do not like fried food a.) Probability that the person is female is 175/475 = ~37% b.) Probability that the person is female and likes fried food is 70/475 = ~15% c.) Probability that the person is female or does not like fried food is (175 + 165) / 475 = 85%
The probability that two are male is 0.6032. The other two can be any gender - including two more males.
There are 9 out of 28 females in the languages arts program. 9/28 converted into a percentage is 32.14287....repeating.