Aptitude - Simple Interest - Discussion
Discussion Forum : Simple Interest - General Questions (Q.No. 3)
3.
A sum fetched a total simple interest of Rs. 4016.25 at the rate of 9 p.c.p.a. in 5 years. What is the sum?
Answer: Option
Explanation:
| Principal |
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| = Rs. 8925. |
Discussion:
62 comments Page 1 of 7.
Tahir Qureshi said:
9 hours ago
Total simple interest is 4016.25.
Collect in 5years.
At a Rate of 9%p.a.
then SI =4016.25.
Rate = 9 * 5 = 45%.
Now, 4016.25/45 * 100.
= 401625/45.
= 8925.
Collect in 5years.
At a Rate of 9%p.a.
then SI =4016.25.
Rate = 9 * 5 = 45%.
Now, 4016.25/45 * 100.
= 401625/45.
= 8925.
Prasad said:
8 months ago
SI = 4016
R = 9%p.a
T = 5yrs
P = ?
9 × 5 = 45%
45% = 4016.25
100% = ?
Ans = 8925.
R = 9%p.a
T = 5yrs
P = ?
9 × 5 = 45%
45% = 4016.25
100% = ?
Ans = 8925.
(8)
Banupriya said:
1 year ago
Si = 4016.25
R = 9%
N = 5yrs
9×5 = 45%
45% = 4016.25
Take 1% = 4016.25/45 = 8925.
100% = we ×8925 = 8925 is correct answer.
R = 9%
N = 5yrs
9×5 = 45%
45% = 4016.25
Take 1% = 4016.25/45 = 8925.
100% = we ×8925 = 8925 is correct answer.
(18)
Anusiya said:
3 years ago
Pcpa means;
pc means percentage.
Pa means per annum.
pc means percentage.
Pa means per annum.
(53)
Samridhi said:
3 years ago
Interest (I) = Rs. 4016.25.
Rate (R) = 9 pcpa.
Time (T) =5 years.
Principal (P)=?
I = (P×R×T)/100.
P= (I×100)/ R×T.
P= (4016.25×100)/ (9×5).
P= Rs 8925.
Rate (R) = 9 pcpa.
Time (T) =5 years.
Principal (P)=?
I = (P×R×T)/100.
P= (I×100)/ R×T.
P= (4016.25×100)/ (9×5).
P= Rs 8925.
(67)
Vijay said:
3 years ago
P.C.P.N = Per Cent ,Per Annum.
(13)
Santhiya said:
3 years ago
Ans: 8925.
8925 * 9% = 803.25.
803.25 * 5 = 4016.25.
Look 4016.25 is matching. So, this answer is correct.
8925 * 9% = 803.25.
803.25 * 5 = 4016.25.
Look 4016.25 is matching. So, this answer is correct.
(15)
Basanti chakraborty said:
3 years ago
R=100%* SI/P * T.
=100* 4016.25/9*5
= 401625/45
= 8925 Ans.
=100* 4016.25/9*5
= 401625/45
= 8925 Ans.
(7)
Swadhin said:
4 years ago
What is p.c.p.a? Explain it please.
(3)
Anonymous said:
4 years ago
PCPA is used for compound interest. Right?
(3)
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