What is the difference in the number of boys who are in the lily group and the number of girls in the daisy group, given that there are 48 girls in the daisy group?

200

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240

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160

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None of these

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Solution

The correct option is C 160

1.2X is given as 48 hence x will be 40.

So the number of boys in lilies will be $5.2 \times 40 = 208$

So the difference will be 208 - 48 = 160

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Similar questions

In Little Flowers School, for a school drill, the students are divided into two groups of Lilies and Daisies. The ratio of Lilies:Daisies = 8:3. The ratio of boys:girls = 7:4. 60% of the Daisy group is boys.

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What is the difference in the number of boys who are in the lily group and the number of girls in the daisy group, given that there are 48 girls in the daisy group?

The correct option is C 160 1.2X is given as 48 hence x will be 40. So the number of boys in lilies will be 5.2×40=208 So the difference will be 208 - 48 = 160

The correct option is C 160

1.2X is given as 48 hence x will be 40.

So the number of boys in lilies will be $5.2 \times 40 = 208$

So the difference will be 208 - 48 = 160