Isaac and Seth share $£3600$. Seth gets twice as much money as Isaac. We need to find out how much Seth receives.

1. Problem Description

Isaac and Seth share $£3600$. Seth gets twice as much money as Isaac. We need to find out how much Seth receives.

2. Solution Steps

Let $x$ be the amount of money Isaac receives.

Since Seth gets twice as much money as Isaac, Seth receives $2x$.

The total amount they share is $£3600$. Therefore,

$x + 2x = 3600$

$3x = 3600$

$x = \frac{3600}{3}$

$x = 1200$

So Isaac receives $£1200$.

Since Seth receives twice as much as Isaac, Seth receives $2x = 2 \times 1200 = 2400$.

3. Final Answer

Seth receives $£2400$.