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The number of boys presented is ten
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the number of boys is ten less than double the number of girls, if the total number of students is 38 how many boys and girls
Top answer:
numer of girls ---- x number of boys --- 2x - 10 solve x + 2x-10 = 38
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A family consists of ten children. Assuming that the sexes are equally probable,
find the expected number of boys in the family.
Top answer:
the answer will be Q1 (5) Q2 (0.754) Good Luck :)
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six girls are to enter a dance with ten boys so that every girl is between two boys. what is the probability that some specified
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Thank you. But sorry the question is #six girls are to enter a dance with ten boys to form a
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In planning a family of 4 children assume boys and girls are equally likely on each birth. Find (i) the probability distribution
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To find the probability distribution, we need to calculate the probabilities of each possible
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There are 12 girls in one of the fifth grade classes. The number of girls is two-thirds the number of boys, b. The number of
Top answer:
2/3b=12 b = 12 / (2/3) b = 12 * (3/2) b = 36/2 b = 18
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Aclass has the same number of girls and boys only eight boys were absent on aparticular day and the number of girls was
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The ratio of girls to boys in the class is 1:1. Let n be the common multiple. Then: 2(n-8)=n 2n-16=n
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1) a mixed school can accomadate a maximum of 440 students the number of girls must be at least 120 while the number of boys
Top answer:
1) x + y ≤ 440 (maximum capacity) y ≥ 120 (at least 120 girls) x > 150 (more than 150 boys) 2)
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In an auditorium, 5/14 of the children were boys. 2/5 of the boys left and an additional 168 girls came into the auditorium. As
Top answer:
total --- x boys = 5/14 x girls = 9/14 x after exit: 2/5 of boys left, leaving 3/5 of boys boys
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if 3 out of every 7 student are boys , write equivanent fractions that can be used to determine how many out of 84 are boys. use
Top answer:
3/7 = x/84 Solve for x One way to solve that is to multiply both sides by 84. Note that 1/7 of 84 is
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The number of boys in a certain class exceed the number of girls by 7. If the number of boys is 5/4 of the number of girls, how
Top answer:
B-7=G B= 5/4 * G = 5G/4 5G/4-7=G 5G-28=4G G=28 B=28+7=35 G=28
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