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The statement can be true if the family has a total of five children, with two boys and three girls. The phrase "half of which are boys" can also be interpreted as meaning that two out of the five children are boys, which is indeed half of four, but not of five. Therefore, the family can have five children with two being boys, fulfilling the conditions of the question.
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have a frined to help u out {in the mean time I believe the answer is that five students can be seated 120 different ways and still be "in circle" as you requested.} Shift+]
yes its 2 girls one cup
most likely 1 out of five chance
160 boys. 162 boys.
The ratio of girls to boys in this scenario is 5:1. This is determined by dividing the number of girls by the number of boys, which gives us 15 girls divided by 3 boys, resulting in a ratio of 5 girls to 1 boy.
The first girls were admitted to Boys Town in 1979, when five were enrolled. Today, girls make up nearly half of residents.
Five and six.
Robert Burns, the famous Scottish poet, had nine children with his wife Jean Armour. They had five boys and four girls.
The statement can be true if the family has a total of five children, with two boys and three girls. The phrase "half of which are boys" can also be interpreted as meaning that two out of the five children are boys, which is indeed half of four, but not of five. Therefore, the family can have five children with two being boys, fulfilling the conditions of the question.
Five - 2 boys and 3 girls
11 (five girls and 6 boys)
twenty five percent
yes, five two girls three boys
Five on a boy's team, and none on a girl's team. To calculate, subtract the number of girls on the team from five. That equals the number of boys on a team.
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