asked 64.7k views
4 votes
8. A sum of money is divided among three people in the ratio 15:18:7. Find the total sum of money

and the largest share given that the smallest share is
(b) 133
(c) 301

asked
User PabloG
by
8.5k points

1 Answer

4 votes

Explanation:

The given ratio of the money divided among three people is 15:18:7. We can write this ratio as:

15x : 18x : 7x

where x is a common factor for all three terms.

Let's assume that the smallest share of the money is 133. Then, we can write:

7x = 133

Solving for x, we get:

x = 19

Substituting the value of x in the ratio, we get:

15x : 18x : 7x = 285 : 342 : 133

Therefore, the total sum of money is:

285 + 342 + 133 = 760

And the largest share of money is:

18x = 342

Hence, the total sum of money is 760 and the largest share of money is 342, given that the smallest share is 133.

answered
User Mad Myche
by
8.4k points
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