A, B and C enter into a partnership. A contributes one third of the capital, while B contributes as much as A and C together. If the total profit at the End of years Rs. 96000. How much would each receive (in Rs.) A, B और C एक साझेदारी में प्रवेश करते हैं। A, पूंजी का एक तिहाई भाग लगाता है, जबकि B, A और C को मिलाकर उतना ही योगदान देता है। यदि वर्षों के अंत में कुल लाभ रु. 96000 प्रत्येक को कितना प्राप्त होगा (रुपये में)

Let total capital be 3x. A contributes x (one third). Let B contribute y and C contribute z. Given B = A + C, so y = x + z. Also x + y + z = 3x, substituting: x + x + z + z = 3x, so 2x + 2z = 3x, which gives z = x/2. Then y = x + x/2 = 3x/2. So the ratio A:B:C = x : 3x/2 : x/2 = 2 : 3 : 1. Total parts = 6. A gets 2/6 of 96000 = 32000, B gets 3/6 of 96000 = 48000, C gets 1/6 of 96000 = 16000. Option C shows 32000, 48000, 24000 which is incorrect for C. The correct answer is E (None of these) as C's share should be 16000, not 24000.