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The simple interest on Rs. 1820 from 9 O...

The simple interest on Rs. 1820 from 9 October 2003 to 21 December 2003 at `7 (1)/(2)%` will be

A

a) Rs 22.50

B

b) Rs 45.87

C

c) Rs 27.30

D

d) Rs 28.80

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The correct Answer is:
To solve the problem of calculating the simple interest on Rs. 1820 from 9 October 2003 to 21 December 2003 at a rate of 7.5%, we can follow these steps: ### Step 1: Identify the Principal (P), Rate (R), and Time (T) - **Principal (P)** = Rs. 1820 - **Rate (R)** = 7.5% = \( \frac{15}{2} \)% - **Time (T)** = From 9 October 2003 to 21 December 2003
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ADVANCED MATHS BY ABHINAY MATHS ENGLISH-SIMPLE INTEREST -QUESTIONS
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  2. Rahul borrowed some money at the rate of 6% p.a. for the first three y...

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  3. A and B borrowed Rs. 2000 and Rs. 3000 respectively at the same rate o...

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  5. A man buys a TV priced at Rs. 16000. He pays Rs. 4000 at once and the ...

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  6. A lends Rs. 2500 to B and a certain sum to C at the same time at 7% pe...

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  7. Karan started a business investing Rs 29000. After five months, Satish...

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  8. The rate of simple interest in two banks A and B are in the ratio 5:4 ...

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  9. In what time will Rs. 8100 produce the same income at 3% as Rs. 225 in...

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  10. Nikhil invested certain amount in three different schemes A,B and C wi...

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  11. Out of a sum of Rs. 625, a part was lent at 5% SI and the other at 10%...

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  12. The simple interest on Rs. 1820 from 9 October 2003 to 21 December 200...

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  13. Rs.800 becomes Rs.956 in 3 years at a certain rate of simple interest....

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  14. Ram borrowed a sum of Rs. 12000 at 15% per annum from a money lender o...

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  15. P took Rs. 7500 loan at a certain rate of simple interest per annum an...

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  16. Rs 1200 was divided into two parts and first was lent out at 8% per a...

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  17. Rs 19400 is divided into two parts. First part is lent out at 8% per a...

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  18. Q lent out a certain amount at 6% per annum for 2 years and another at...

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  19. P and Q invested Rs 5400 and Rs 7200 for 4 years and 3 years respectiv...

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  20. P took a loan of Rs 50000 at 6(1)/(2)% per annum for three years. And ...

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