Find the interest compounded half-yearly and quarterly for :
principal = Rs. 2,500; time = 2 years ; rate = 6% p.a.
Answers
Answer:
The answer will be ₹313.772 for half yearly and for quarterly you can use the formula
A = P(1+r/400)⁴^n
Answer:
Answer:Present value=₹2500
Answer:Present value=₹2500Interest rate=6% per annum
Answer:Present value=₹2500Interest rate=6% per annumTime=2 years
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value,
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest,
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2 A = 2500 (7/100)^2
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2 A = 2500 (7/100)^2 A = 2809
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2 A = 2500 (7/100)^2 A = 2809
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2 A = 2500 (7/100)^2 A = 2809 Now,
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2 A = 2500 (7/100)^2 A = 2809 Now, ∴ Compound Interest = A - P
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2 A = 2500 (7/100)^2 A = 2809 Now, ∴ Compound Interest = A - P = ₹ 2,809 - ₹2,500
Answer:Present value=₹2500Interest rate=6% per annumTime=2 yearsTo find the amount we have the formula,Amount (A) = P(1+(R/100)^n where P is present value, r is rate of interest, n is time in years.Now substituting the values in above formula we get,∴ A = 2500 (1+6/100)^2 A = 2500 (7/100)^2 A = 2809 Now, ∴ Compound Interest = A - P = ₹ 2,809 - ₹2,500 = ₹309
Hope it helps ^_^