Vazeer, Zaakir and Talha invest in the ratio \( 1: 3: 5 \) respectively, in a business. the profit is R 450000 , how much does each one get?

To calculate how much each partner gets from the profit, we first need to determine the total ratio. Vazeer’s investment is 1 part, Zaakir’s is 3 parts, and Talha’s is 5 parts, making the total parts: \( 1 + 3 + 5 = 9 \) parts. Next, we can find the profit per part by dividing the total profit by the total number of parts: \( \text{Profit per part} = \frac{450000}{9} = 50000 \). Now we can calculate each partner's share: - Vazeer's share: \( 1 \times 50000 = R 50000 \). - Zaakir's share: \( 3 \times 50000 = R 150000 \). - Talha's share: \( 5 \times 50000 = R 250000 \). So, Vazeer gets R 50000, Zaakir gets R 150000, and Talha gets R 250000.