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The ratio of the money with Geeta and Radha is 7 ∶ 15 and that of the money with Radha and Savitha is 7 ∶ 16. If Geeta has ₹980, how much money does Savitha have?
  • a)
    ₹2,400
  • b)
    ₹2,100
  • c)
    ₹9,800
  • d)
    ₹4,800
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
The ratio of the money with Geeta and Radha is 7 15 and that of the m...
Given:
The ratio of the money between Geeta and Radha is 7 : 15.
The ratio of the money with Radha and Savitha is 7 : 16.
Geeta has ₹980.
Concept:
The total amount of money can be found by equating the common ratio
(Radha's money) and solving for the unknown.
Solution:
If Geeta has 7 units, then 1 unit = ₹980/7 = ₹140.
If Radha has 15 units, then Radha has 15 x ₹140 = ₹2100.
If Radha has 7 units, then 1 unit = ₹2100/7 = ₹300.
If Savitha has 16 units, then Savitha has 16 x ₹300 = ₹4800.
Therefore, Savitha has ₹4800 
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Most Upvoted Answer
The ratio of the money with Geeta and Radha is 7 15 and that of the m...
Given:
The ratio of the money between Geeta and Radha is 7 : 15.
The ratio of the money with Radha and Savitha is 7 : 16.
Geeta has ₹980.
Concept:
The total amount of money can be found by equating the common ratio
(Radha's money) and solving for the unknown.
Solution:
If Geeta has 7 units, then 1 unit = ₹980/7 = ₹140.
If Radha has 15 units, then Radha has 15 x ₹140 = ₹2100.
If Radha has 7 units, then 1 unit = ₹2100/7 = ₹300.
If Savitha has 16 units, then Savitha has 16 x ₹300 = ₹4800.
Therefore, Savitha has ₹4800 
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Community Answer
The ratio of the money with Geeta and Radha is 7 15 and that of the m...
Given:
Ratio of money with Geeta and Radha = 7:15
Ratio of money with Radha and Savitha = 7:16
Amount of money with Geeta = ₹980

To find:
Amount of money with Savitha

Let's assume the amount of money with Geeta, Radha, and Savitha as 7x, 15x, and 16y, respectively.

Amount of money with Geeta = 7x = ₹980

Dividing both sides by 7, we get:
x = ₹980/7 = ₹140

Now, we can calculate the amount of money with Radha and Savitha.
Amount of money with Radha = 15x = 15 * ₹140 = ₹2100
Amount of money with Savitha = 16y

Ratio of money with Radha and Savitha = 7:16

We can set up the following equation based on the given ratio:
15x/16y = 7/16

Cross-multiplying:
15x * 16 = 7 * 16y
240x = 112y

Simplifying:
15x = 112y/16
15x = 7y
x = 7y/15

Substituting the value of x from the first equation:
₹140 = 7y/15

Multiplying both sides by 15:
15 * ₹140 = 7y
₹2100 = 7y

Dividing both sides by 7:
₹2100/7 = y
₹300 = y

Therefore, the amount of money with Savitha is ₹300.

Thus, the correct answer is option D) ₹4,800.
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The ratio of the money with Geeta and Radha is 7 15 and that of the money with Radha and Savitha is 7 16. If Geeta has 980, how much money does Savitha have?a)2,400b)2,100c)9,800d)4,800Correct answer is option 'D'. Can you explain this answer?
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The ratio of the money with Geeta and Radha is 7 15 and that of the money with Radha and Savitha is 7 16. If Geeta has 980, how much money does Savitha have?a)2,400b)2,100c)9,800d)4,800Correct answer is option 'D'. Can you explain this answer? for Airforce X Y / Indian Navy SSR 2025 is part of Airforce X Y / Indian Navy SSR preparation. The Question and answers have been prepared according to the Airforce X Y / Indian Navy SSR exam syllabus. Information about The ratio of the money with Geeta and Radha is 7 15 and that of the money with Radha and Savitha is 7 16. If Geeta has 980, how much money does Savitha have?a)2,400b)2,100c)9,800d)4,800Correct answer is option 'D'. Can you explain this answer? covers all topics & solutions for Airforce X Y / Indian Navy SSR 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The ratio of the money with Geeta and Radha is 7 15 and that of the money with Radha and Savitha is 7 16. If Geeta has 980, how much money does Savitha have?a)2,400b)2,100c)9,800d)4,800Correct answer is option 'D'. Can you explain this answer?.
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