Multiple choice

Vikas and Ankit entered into a partnership with 35K and 30K respectively. After 3 years Vikas withdraws 2/7th of his invested amount but after 2 years he put back 3/5th of what he had withdrawn and Ankit adds 1/6th of his invested amount at the end of 5 years. The profit at the end of 8 years is 50300 Rs . Then find the difference of shares of Vikas and Ankit. विकास और अंकित ने क्रमशः 35K और 30K के साथ साझेदारी की। 3 साल के बाद विकास ने अपनी निवेशित राशि का 2/7 वां हिस्सा वापस ले लिया, लेकिन पुनः 2 साल बाद उसने जो वापस लिया था उसका 3/5 वां हिस्सा फिर से लगा दिया और अंकित ने 5 साल के अंत में अपनी निवेशित राशि का 1/6 जोड़ दिया। 8 साल के अंत में लाभ 50300 रुपये है। फिर विकास और अंकित के शेयरों का अंतर पता करें

  1. Rs.600 600 रुपये

  2. Rs.700 700 रुपये

  3. Rs.850 850 रुपये

  4. Rs.650 650 रुपये

  5. None of these इनमे से कोई नही
Reveal answer Fill a bubble to check yourself
B Correct answer
Explanation

Calculate equivalent capital for each partner over 8 years. Vikas: 35000 for first 3 years. Withdraws 2/7 of 35000 = 10000, so remaining 25000 for next 2 years (years 4-5). Then puts back 3/5 of withdrawn = 3/5 × 10000 = 6000, so 31000 for final 3 years (years 6-8). Equivalent = 35000×3 + 25000×2 + 31000×3 = 105000 + 50000 + 93000 = 248000. Ankit: 30000 for first 5 years. Adds 1/6 of 30000 = 5000, so 35000 for final 3 years. Equivalent = 30000×5 + 35000×3 = 150000 + 105000 = 255000. Ratio = 248000:255000 = 248:255. Total profit = 50300. Vikas share = 50300 × 248/503 ≈ 24800. Ankit share = 50300 × 255/503 ≈ 25500. Difference = 25500 - 24800 = 700. This matches option B.

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