In this unique sharing arrangement among friends, Sainabou does not receive any money.
In this unique sharing arrangement, Sainabou receives £2 for every £1 Mustapha receives.
Therefore, if Mustapha receives £x, Sainabou will receive £2x.
Now, for every £3 that Sainabou receives, Ndeye gets 4 times that amount, which is £3 * 4 = £12.
Therefore, if Sainabou receives £y, Ndeye will receive £12y.
The remaining amount after Mustapha, Sainabou, and Ndeye have received their shares will go to Awa.
The total amount to be shared is £68.
So, we have the equation: Mustapha's share (£x) + Sainabou's share (£2x) + Ndeye's share (£12y) + Awa's share (£57) = Total amount (£68).
Combining like terms, we get: £x + £2x + £12y + £57 = £68.
Simplifying the equation, we have: £3x + £12y + £57 = £68.
Subtracting £57 from both sides of the equation, we have: £3x + £12y = £11.
From the given information, we know that y = 1 because for every £3 that Sainabou receives, Ndeye gets 4 times that amount.
Substituting y = 1 into the equation, we have: £3x + £12(1) = £11.
Simplifying the equation, we get: £3x + £12 = £11.
Subtracting £12 from both sides of the equation, we have: £3x = -£1.
Dividing both sides of the equation by £3, we have: x = -£1/£3 = -£0.33.
Since the amount of money cannot be negative, we can conclude that Mustapha does not receive any money in this unique sharing arrangement.
Therefore, the amount that Sainabou receives is £2 * £0 = £0.
So, Sainabou does not receive any money in this unique sharing arrangement.
The probable question may be:
Ndeye, Awa, Sainabou, and Mustapha decided to share £68 among themselves. They have a unique way of distributing the money. For every £1 that Mustapha receives, Sainabou gets 2, and for every £3 that Sainabou receives, Ndeye gets 4.
Additional Information:
Ndeye, Awa, Sainabou, and Mustapha, being good friends, wanted to ensure that everyone gets a fair share of the £68. Mustapha's portion is the base, and Sainabou's share is twice that. Further, for every £3 that Sainabou receives, Ndeye's share is 4 times that amount.
Table of Shares:
+-----------+---------------------+
| Person | Share (£) |
+-----------+---------------------+
| Mustapha | £1 |
| Sainabou | £2 (2 times Mustapha)|
| Ndeye | £8 (4 times Sainabou)|
| Awa | £57 (Remaining amount)|
+-----------+---------------------+
How much does Sainabou receive in this unique sharing arrangement among friends?