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In a group of 29 children, there are twice as many boys than girls. How may girls are there?
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In a group of 29 children, there are twice as many boys than girls. How may girls are there?
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Oct 12, 2016
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In a group of 29 children, there are twice as many boys than girls. How may girls are there?
Mathematics
middle-school
Jason C
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There are (9 and 2/3) girls and (19 and 1/3) boys.
Luminance
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Oct 15, 2016
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Luminance
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6
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b + g = 29
b is boys
g is girls
also, another equation is
2g = b
Plug that equation into the first one, and we get:
2g + g = 29
3g = 29
g = 29/3 = 9.667
But there can't be 0.667 of a girl, so we have to round down to
9
.
Your answer is
9 girls
.
Jviotti
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Oct 18, 2016
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Jviotti
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