Find the amount and the compound interest on Rs 2500 for 2 years at 10 per annum, compounded annually.
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Q.
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Compute the compound interest for 25,000 rupees at 9% for 2 years.
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Rahim, Johny and Gopu deposited 10,000 rupees each, under different schemes, in a bank which gives 8% interest. Rahim gets simple interest, Johny gets interest compounded half-yearly and Gopu gets interest compounded quarterly. Compute the total amount each of them gets back after one year and compare these amounts.
How can we draw a circle with a given line a diameter, without actually measuring the line?
How many different (non-congruent) isosceles triangles can be drawn with one angle 80° and one side 8 centimetres.
Q.
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Compute the compound interest for 25,000 rupees at 9% for 2 years.
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Rahim, Johny and Gopu deposited 10,000 rupees each, under different schemes, in a bank which gives 8% interest. Rahim gets simple interest, Johny gets interest compounded half-yearly and Gopu gets interest compounded quarterly. Compute the total amount each of them gets back after one year and compare these amounts.
How can we draw a circle with a given line a diameter, without actually measuring the line?
How many different (non-congruent) isosceles triangles can be drawn with one angle 80° and one side 8 centimetres.
Q.
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Compute the compound interest for 25,000 rupees at 9% for 2 years.
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Principal, P = Rs.25000
Rate of interest, R = 9%
Time, n = 2 years
Total amount including interest =
∴ Total amount including interest
Compound interest = Amount − Principal
= Rs.29702.50 − Rs.25000
= Rs.4702.5
Rahim, Johny and Gopu deposited 10,000 rupees each, under different schemes, in a bank which gives 8% interest. Rahim gets simple interest, Johny gets interest compounded half-yearly and Gopu gets interest compounded quarterly. Compute the total amount each of them gets back after one year and compare these amounts.
How can we draw a circle with a given line a diameter, without actually measuring the line?
How many different (non-congruent) isosceles triangles can be drawn with one angle 80° and one side 8 centimetres.