Vinod, Kajal, and Arpit invest ₹1,040, ₹1,390, and ₹1,890,

Vinod, Kajal, and Arpit invest ₹1,040, ₹1,390, and ₹1,890, respectively to start a business. If the profit at the end of the year is ₹1,440, then what is the share of Arpit in the profit?
विनोद, काजल और अर्पित ने एक व्यवसाय शुरू करने के लिए क्रमशः ₹1,040, ₹1,390 और ₹1,890 का निवेश किया। यदि वर्ष के अंत में लाभ ₹1,440 है, तो लाभ में अर्पित का हिस्सा ज्ञात कीजिए?

₹627 ₹632 ₹629 ₹630

Detailed Solution & Logic

Correct Answer:

₹630

= 1040 + 1390 + 1890
= 4320
Arpit’s investment ratio
$= \dfrac{1890}{4320}$
Profit share of Arpit
$= 1440 \times \dfrac{1890}{4320}$
$= 1440 \times \dfrac{7}{16}$ (since $\dfrac{1890}{4320} = \dfrac{7}{16}$
$= 90 \times 7$
$= 630$
Answer = ₹630

Vinod, Kajal, and Arpit invest ₹1,040, ₹1,390, and ₹1,890,

Detailed Solution & Logic

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