A company earns a profit (in ₹) that is distributed among the company’s three partners in the ratio of 5 : 8 : 17.
A company earns a profit (in ₹) that is distributed among the company’s three partners in the ratio of 5 : 8 : 17. If the difference between the smallest and the largest shares is ₹78,106, the total profit (in ₹) of the company is:
किसी कंपनी द्वारा अर्जित लाभ (₹ में) को कंपनी के तीन साझेदारों के बीच 5 : 8 : 17 के अनुपात में बांटा जाता है। यदि सबसे छोटे और सबसे बड़े हिस्से का अंतर ₹78,106 है, तो कंपनी का कुल लाभ (₹ में) ज्ञात कीजिए।
Detailed Solution & Logic
1,95,265
Ratio of shares = $5 : 8 : 17$
Difference between largest and smallest:
$17 - 5 = 12$ parts
Given:
$12$ parts = ₹78,106
Value of 1 part:
$= \frac{78106}{12} = 6508.83$
Total parts:
$5 + 8 + 17 = 30$
Total profit:
$30 \times 6508.83 = 195265$
Final Answer: ₹1,95,265
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