Respuesta :
The oldest would receive a sixth of the original amount, so s/he would receive the most
1/6 of £25 = £4.17 so that’s what the oldest got.
(£25 - 4.17) • 1/6 = £3.47 so that’s what the second oldest got
(£25 - [4.17 + 3.47]) • 1/6 = £2.93 so that’s what #3 got
(£25 - [4.17 + 3.47 + 2.93]) • 1/6 = £2.41 so that’s what number 4 got
And the remaining 12.98 went to the 5th child
1/6 of £25 = £4.17 so that’s what the oldest got.
(£25 - 4.17) • 1/6 = £3.47 so that’s what the second oldest got
(£25 - [4.17 + 3.47]) • 1/6 = £2.93 so that’s what #3 got
(£25 - [4.17 + 3.47 + 2.93]) • 1/6 = £2.41 so that’s what number 4 got
And the remaining 12.98 went to the 5th child
Answer:
- All the children got equal amount of money
- Each child received 5 euros.
Step-by-step explanation:
Tessa won 25 euros.
She gave her winnings to her five children.
1st child got: 1 euro + [tex]\frac{1}{6}[/tex] of 24 euros = 5 euros
2nd child got: 2 euros + [tex]\frac{1}{6}[/tex] of 18 euros = 5 euros
3rd child got: 3 euros + [tex]\frac{1}{6}[/tex] of 12 euros = 5 euros
4th child got: 4 euros + [tex]\frac{1}{6}[/tex] of 6 euros = 5 euros
5th child got: 5 euros + [tex]\frac{1}{6}[/tex] of 0 euros = 5 euros