An amount of money 960gh was contributed by 80 students. If 714gh was contributed equally by 68 girls and the remaining amount was also contributed equally by boys. How much did each
i. Girl contribute
ii. Boy contribute

Respuesta :

Each girl contributed 10.50gh

Each boy contributed 20.50gh

These are further explained and computed below:

The measure of central tendency being tested here is the mean, in other words, the resulting average when the total amount contributed by girls or boys is divided by the number of girls or boys.

The fact that 68 of the 80 students are girls means that the remaining 12 students are boys because 80 minus 68 gives 12.

each girl's contribution=total girls' contribution/number of girls

each girl's contribution=714/68

each girl's contribution=10.50gh

Total boys' contribution=total contribution-total girls' contribution

Total boys' contribution=960-714

Total boys' contribution=246

each boy's contribution=Total boys' contribution/number of boys

each boy's contribution=246/12

each boy's contribution=20.50gh

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Each girl contributed 10.5gh and each boy contributed 20.5gh

How to determine the amount contributed?

The given parameters are:

Total amount = 960gh

Number of students = 80

Amount contributed by girls = 714gh

Number of girls = 68

The amount contributed by each girl is:

Girl = Amount contributed by girls/Number of girls

This gives

Girl = 714gh/68

Evaluate

Girl = 10.5gh

The amount contributed by each boy is:

Boy = (Total - Amount contributed by girls)/(Total students - Number of girls)

This gives

Boy = (960gh - 714gh)/(80 -68)

Boy = 246gh/12

Evaluate

Boy = 20.5gh

Hence, each girl contributed 10.5gh and each boy contributed 20.5gh

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