मराठी

Mrs. Goswami deposits Rs. 1000 every month in a recurring deposit account for 3 years at 8% interest per annum. Find the matured value. (2009)

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प्रश्न

Mrs. Goswami deposits Rs. 1000 every month in a recurring deposit account for 3 years at 8% interest per annum. Find the matured value. (2009)

बेरीज
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उत्तर

Deposit per month (P) = Rs. 1000
Period = 3 years = 36 months
Rate = 8%
Total principal

= `(36(36 + 1))/(2) xx 1000`
Interest

= `"PRT"/(100)`

= `(36 xx 37 xx 1000 x 8)/(2 xx 12 xx 100)`

= 12 x 37 x 10
= 4440
Matured value
= P x n + S.I.
= 1000 x 36 + 4440
= 36000 + 4440
= Rs.40440.

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पाठ 2: Banking - Exercise 2.1

व्हिडिओ ट्यूटोरियलVIEW ALL [1]

संबंधित प्रश्‍न

Mrs. N. Batra has a savings bank account with the Punjab National bank. She had the following transactions (from 1st January, 2007 to 31st December, 2007) with the bank:
(i) 01-01-2007; B/F Rs. 8,764/-
(ii) 13-03-2007; deposited Rs. 6,482
(iii) 22-06-2007; withdrew Rs. 4,369
(iv) 09-08-2007; withdrew Rs. 1,333
(v) 24-11-2007; Deposited Rs. 2,158
Calculate the interest the accrured upto 31st December, 2007: if the rate of interest is 5% compounded yearly and the principle for every month is taken as the nearest multiple of Rs.10.
Taking the rate of interest as 6% per annum, find the amount that Mr. verma gets on closing the account.


Mr. Banerjee opens a recurring deposit account for Rs 3,000 per month at 9% simple interest pa. On maturity, he gets Rs. 1,70,460. Find the period for which he continued with the account.


Mohan saves Rs. 25 per month from his pocket allowance and puts this saving every month in a bank recurring deposit scheme for a period of 72 months at 5.25%. What amount does he get on maturity?


Mrs. Goswami deposits Rs. 1000 every month in a recurring deposit account for 3 years at 8% interest per annum. Find the matured value.


Akash, an employee of a bank, has a saving bank account in his bank that pays him
interest at the rate of 5% p.a., which is compounded every June and December. His passbook entries are as follow:

Date Particulars Withdrawals(₹) Deposits(₹) Balance(₹)
Feb. 3, 1981 By cash - 500·00 500·00
Feb, 11 To cheque no. 371 200·00 - 300·00
Feb. 11 By cheque - 700·00 1,000·00
March 1 By salary - 2,350·00 3,350·00
March 4 To withdrawals slip 1,500·00 - 1,850·00
March 31 To Urnil 150·00 - 1,700·00
April 1 By salary - 2.350·00 4,050·00
April 2 To Sri Ram 1,800·00 - 2,250·00
May 1 By salary - 2,350·00 4,600·00
May 3 To accountant 2,000·00 - 2,600·00

Calculate the interest due at the end of June and find the balance on July 1, if he deposits a cash of? 100 on July 1, which is also entered immediately.


A page of Passbook of Mrs. C. Malik Savings Bank Account in year 2002 is given below:

Date Year 2002 Particulars Amount Withdrawn
(in ₹)
Amount Deposited
(in ₹)
Balance
(in ₹)
Jan. 1 By Balance - - 2,100·00
Jan. 7 By Cash - 1,000·00 3,100·00
Feb. 1  By Cash - 500·00 3,600·00
Feb. 15 To Cheque 2,000·00 - 1,600·00
March 15 By Cash - 2,000·00 3,600·00
March 20 To Cheque 1,000·00 - 2,600·00
June 12 By Cash - 3,000·00 5,600·00
June 28 To Cheque 1,000·00 - 4,600·00
Oct. 15 To Cheque 3,000·00 - 4,600·00
Nov. 5 By Cash - 1,500·00 3,100·00
Dec. 10 By Cash - 500·00 3,600·00
Dec. 20 To Cheque 1,000·00 - 2,600·00

If the rate of interest decreases from 5% to 4% with effect from June 1st, 2002, compute the interest at the end of the year.


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Date Particulars Withdrawals
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Deposits
(in ₹)
Balance
(in ₹)
January 1st, 2006 B/F - - 1,270
January 7th, 2006 By Cheque - 2,310 3,580
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March 26th, 2006 By Cash - 6,200 7,780
June 10th, 2006 To Cheque 4,500 - 3,280
July 15th, 2006 By Clearing - 2,630  5,910
October 18th, 2006 To Cheque 530 - 5,380
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November 3rd, 2006 By Cash - 1,500 4,190
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