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Challenge Details
Partnership
Ratio, Proportion, Partnership & Mixture
Questions
15
Full Marks
15
Negative
0.25
Duration
15 min
Solutions & Explanations
15 topic group(s) · Review all correct answers
1
Reena and Shaloo started a business together. Reena invested ₹35,000 for 8 months, while Shaloo invested ₹42,000 for 10 months. If the total profit at the end of the business was ₹31,570, what was Reena's share of the profit?
A ₹9,471
B ₹12,628
C ₹18,040
D ₹18,942
E None of these
Explanation
Investment-time ratio = (35000×8):(42000×10)=280000:420000=2:3. Therefore, Reena's share = (2/5)×31570 = ₹12,628.
2
Aman invested ₹70,000 to start a business. Rakhi joined him after 6 months with ₹1,05,000. After another 6 months, Sagar joined with ₹1,40,000. Find the ratio in which the profit should be shared at the end of 3 years from the start of the business.
A 7 : 6 : 10
B 12 : 15 : 16
C 42 : 45 : 56
D Cannot be determined
E None of these
Explanation
Capital-months: Aman=70000×36, Rakhi=105000×30, Sagar=140000×24 = 12:15:16.
3
P and Q started a business by investing ₹85,000 and ₹15,000 respectively. If both remained invested for 2 years, in what ratio should the profit be shared?
A 3 : 4
B 3 : 5
C 15 : 23
D 17 : 3
E None of these
Explanation
Since both invested for the same duration, profit ratio equals investment ratio = 85000:15000 = 17:3.
4
Simran invested ₹50,000 to start a software business. After 6 months, Nanda joined by investing ₹80,000. If the total profit after 3 years was ₹24,500, what was Simran's share?
A ₹9,423
B ₹10,250
C ₹10,500
D ₹14,000
E None of these
Explanation
Capital-months = 50000×36 : 80000×30 = 3:4. Simran's share = (3/7)×24500 = ₹10,500.
5
A and B started a partnership by investing in the ratio 3 : 5. After 6 months, C joined the business with an investment equal to that of B. If the profit is distributed at the end of one year, in what ratio should A, B and C share the profit?
A 3 : 5 : 2
B 3 : 5 : 5
C 6 : 10 : 5
D Data inadequate
E None of these
Explanation
Let investments be 3x and 5x. Capital-months = 3x×12 : 5x×12 : 5x×6 = 36:60:30 = 6:10:5.
6
Anand and Deepak started a business by investing ₹22,500 and ₹35,000 respectively. If the total profit at the end of the year was ₹13,800, what was Deepak's share of the profit?
A ₹5,400
B ₹7,200
C ₹8,400
D ₹9,600
E None of these
Explanation
Profit is divided in the ratio of investments since both remained invested for the same duration. Ratio = 22500:35000 = 9:14. Deepak's share = (14/23) × 13,800 = ₹8,400.
7
Kamal invested ₹9,000 to start a business. After 5 months, Sameer joined with an investment of ₹8,000. If the total profit at the end of one year was ₹6,970, what was Sameer's share of the profit?
A ₹1,883.78
B ₹2,380
C ₹3,690
D ₹3,864
E None of these
Explanation
Capital-months: Kamal = 9000×12 = 108000; Sameer = 8000×7 = 56000. Ratio = 27:14. Sameer's share = (14/41) × 6970 = ₹2,380.
8
A, B and C entered into a partnership by investing ₹40,000, ₹80,000 and ₹1,20,000 respectively. At the end of the first year, B withdrew ₹40,000, while at the end of the second year, C withdrew ₹80,000. In what ratio should the profit be shared at the end of 3 years?
A 2 : 3 : 5
B 3 : 4 : 7
C 4 : 5 : 9
D Data inadequate
E None of these
Explanation
Capital-months: A = 40000×36, B = 80000×12 + 40000×24, C = 120000×24 + 40000×12 = 144:192:336 = 3:4:7.
9
A started a business with ₹3,500. After 5 months, B joined as a partner. At the end of one year, the profit was divided between A and B in the ratio 2 : 3. How much capital did B invest?
A ₹7,500
B ₹8,000
C ₹8,500
D ₹9,000
E None of these
Explanation
Let B's investment be x. Then, 3500×12 : x×7 = 2:3. Solving, x = ₹9,000.
10
A started a business by investing ₹21,000. B joined later with an investment of ₹36,000. If the profit at the end of one year was shared equally, after how many months did B join the business?
A 3 months
B 4 months
C 5 months
D 6 months
E None of these
Explanation
Equal profit implies equal capital-months. Therefore, 21000×12 = 36000×(12−x). Solving gives x = 5 months.
11
A and B started a business by investing ₹20,000 and ₹15,000 respectively. After 6 months, C joined them with an investment of ₹20,000. If the total profit earned after 2 years was ₹25,000, what was B's share of the profit?
A ₹7,500
B ₹9,000
C ₹9,500
D ₹10,000
E None of these
Explanation
Capital-months: A = 20,000 × 24 = 4,80,000; B = 15,000 × 24 = 3,60,000; C = 20,000 × 18 = 3,60,000. Profit-sharing ratio = 4 : 3 : 3. Hence, B's share = (3/10) × 25,000 = ₹7,500.
12
Sekar started a business in 1999 by investing ₹25,000. At the beginning of 2000, he invested an additional ₹10,000 and Rajeev joined with ₹35,000. At the beginning of 2001, Sekar invested another ₹10,000 and Jatin joined with ₹35,000. If the total profit at the end of 2001 was ₹1,50,000, what was Rajeev's share?
A ₹45,000
B ₹50,000
C ₹70,000
D ₹75,000
E None of these
Explanation
Capital-months: Sekar = 25,000×12 + 35,000×12 + 45,000×12 = 12,60,000; Rajeev = 35,000×24 = 8,40,000; Jatin = 35,000×12 = 4,20,000. Ratio = 3 : 2 : 1. Rajeev's share = (2/6) × 1,50,000 = ₹50,000.
13
A, B and C started a business together. A invested ₹6,500 for 6 months, B invested ₹8,400 for 5 months and C invested ₹10,000 for 3 months. A was the working partner and received 5% of the total profit as remuneration before the remaining profit was divided in the investment ratio. If the total profit was ₹7,400, what was B's share?
A ₹1,900
B ₹2,660
C ₹2,800
D ₹2,840
E None of these
Explanation
A first receives 5% of ₹7,400 = ₹370. Remaining profit = ₹7,030. Investment ratio = 6500×6 : 8400×5 : 10000×3 = 13 : 14 : 10. B's share = (14/37) × 7,030 = ₹2,660.
14
A, B and C started a business by investing ₹60,000, ₹50,000 and ₹40,000 respectively. After 4 months, A increased his investment by 50%, while B and C continued with their original investments throughout the year. If the total profit earned at the end of the year was ₹36,720, what was B's share of the profit?
A ₹10,000
B ₹10,800
C ₹12,000
D ₹13,200
E None of these
Explanation
Solution:
Step 1: Calculate the capital-month values.
- A = (₹60,000 × 4) + (₹90,000 × 8) = ₹9,60,000
- B = ₹50,000 × 12 = ₹6,00,000
- C = ₹40,000 × 12 = ₹4,80,000
Step 2: Profit-sharing ratio = 9,60,000 : 6,00,000 : 4,80,000 = 96 : 60 : 48 = 8 : 5 : 4.
Total parts = 8 + 5 + 4 = 17.
Step 3: B's share = (5/17) × ₹36,720 = ₹10,800.
Answer: ₹10,800 (Option B)
15
A, B and C together invested ₹50,000 in a business. A invested ₹4,000 more than B, and B invested ₹5,000 more than C. If the total profit earned was ₹35,000, how much profit did A receive?
A ₹8,400
B ₹11,900
C ₹13,600
D ₹14,700
E None of these
Explanation
Let C = x. Then B = x + 5,000 and A = x + 9,000. Total investment: x + (x + 5,000) + (x + 9,000) = 50,000 ⇒ x = 12,000. Thus investments are 21,000 : 17,000 : 12,000 = 21 : 17 : 12. A's share = (21/50) × 35,000 = ₹14,700.
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15m 00s Challenge Info
Date 08 July 2026
Subject Quantitative Aptitude
Topic Ratio, Proportion, Partnership & Mixture
Questions 15 MCQs
Negative 0.25 / wrong
Attempted 111+
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Real feedback from 111+ students who attempted the Ratio, Proportion, Partnership & Mixture challenge on 08 Jul 2026
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About This Challenge
Ratio, Proportion, Partnership & Mixture MCQs for IBPS SO 2026 08 Jul 2026
This AgriPrep Daily Challenge, held on 08 July 2026, tested aspirants on Ratio, Proportion, Partnership & Mixture — a core topic under Quantitative Aptitude — through 15 carefully curated MCQs following the exact IBPS SO 2026 exam pattern. Each question carries 1 mark with a negative marking of 0.25 marks per wrong attempt.
Daily challenge practice on AgriPrep.in mirrors the actual IBPS SO Prelims environment — time pressure, negative marking, and topic-specific depth — making it one of the most effective ways to build exam-ready knowledge in Ratio, Proportion, Partnership & Mixture.
Why Ratio, Proportion, Partnership & Mixture Matters
Exam Relevance for IBPS SO
- Ratio, Proportion, Partnership & Mixture is a Quantitative Aptitude topic and frequently tested in IBPS SO Prelims, often carrying 2–4 questions in past papers.
- Conceptual clarity in Ratio, Proportion, Partnership & Mixture helps answer both direct and applied questions, which make up the majority of the paper.
- The 15 questions in this set cover diverse sub-angles of Ratio, Proportion, Partnership & Mixture, ensuring comprehensive coverage rather than rote recall.
- Attempting this challenge daily builds topic-wise accuracy and reduces negative-marking risk on exam day.
How to Use This Page
Maximise Your Review Session
- Attempt first, review later. If the arena is still live, attempt the challenge before reading solutions — this builds genuine exam habit.
- Read every explanation. Even if you answered correctly, the explanation reveals deeper logic and connected concepts.
- Note your weak patterns. Track which option types you commonly confuse — most errors in Ratio, Proportion, Partnership & Mixture follow predictable patterns.
- Check the leaderboard. Compare your score against top rankers to set a realistic target for the next challenge.
Frequently Asked
Questions About This Challenge
What is the correct answer for Ratio, Proportion, Partnership & Mixture questions in IBPS SO July 2026?
Detailed correct answers and explanations for all 15 Ratio, Proportion, Partnership & Mixture MCQs from the 08 July 2026 challenge are available on this page after 09:15 PM IST.
How many questions were asked on Ratio, Proportion, Partnership & Mixture in the AgriPrep Daily Challenge on 08 Jul 2026?
15 multiple-choice questions on Ratio, Proportion, Partnership & Mixture (Quantitative Aptitude) were asked in the IBPS SO Daily Challenge on 08 July 2026.
When are results declared for the AgriPrep IBPS SO Daily Challenge?
Results and the full leaderboard are declared at 9:15 PM IST on the challenge day. Answer keys are released at 09:15 PM IST.
Is Ratio, Proportion, Partnership & Mixture important for IBPS SO 2026?
Ratio, Proportion, Partnership & Mixture falls under Quantitative Aptitude and is a regularly tested topic in IBPS SO Prelims. Daily MCQ practice on AgriPrep.in builds both speed and accuracy.
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