Find the amount and C.I when interest is compounded annually
P=₹18000 , T=2 years
Answers
Answered by
100
Step-by-step explanation:
Given that:
- P = ₹ 18000, T = 2 years, R = 15.5% p.a.
To Find:
- The amount and C.I when interest is compounded annually.
Formula:
In compound interest.
- A = P(1 + R/100)ᵀ
- C.I. = A - P
Where,
- A = Amount
- P = Principal = ₹ 18000
- R = Rate = 15.5% p.a.
- T = Time = 2 years
- C.I. = Compound interest
Finding the amount:
↣ A = 18000(1 + 15.5/100)²
↣ A = 18000(1 + 0.155)²
↣ A = 18000(1.155)²
↣ A = 1800(1.334025)
↣ A = 24012.45
Therefore,
- Amount is ₹ 24012.45.
Finding the C.I:
↣ C.I. = 24012.45 - 18000
↣ C.I. = 6012.45
Hence,
- Compound interest is ₹ 6012.45.
Answered by
115
Question:
Find the amount and C.I when interest is compounded annually if,
- Principal = ₹ 18000
- Time = 2 years
- Rate = 15.5%
Answer:
- Amount = ₹ 24012.45
- C.I = ₹ 6012.45
Explanation:
Given that:
- Principal = ₹ 18,000
- Rate = 15.5 % p.a
- Time = 2 years
To Find:
- Amount = ?
- Compound interest (C.I) = ?
Formulae used:
Solution:
★ Finding amount ::
By plugging all values in formula we get,
⇒
⇒
⇒
⇒
⇒
➠
★ Finding compound interest (C.I) ::
By plugging all values in formula we get,
↦
➦
Learn more on brainly:
Question:
- If simple interest and compound interest of a certain sum of money for two years are RS. 8400 and RS. 8652 ,then find the sum of money and the rate of interest.
Answer:
- brainly.in/question/43043434
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