When you borrow or save money, extra money is added over time — that's interest. Drag the sliders and watch the interest grow on top of the principal.
Try it: double the Time and watch the interest double too.
When you deposit money in a bank, they pay you extra money over time called interest. The Principal (P) is the original sum of money. The Rate (R) is the percentage of interest charged per year. The Time (T) is how many years the money is kept.
Principal × Rate × Time, divided by 100.
The money deposited or borrowed.
How much interest is added each year.
The total money you have at the end is called the Amount (A). It's simply the Principal plus the Simple Interest earned.
A = P + SI
Principal = ₹800, SI = ₹120. Find the Amount.
A = 800 + 120 = ₹920
Find the SI on ₹500 at 8% per year for 3 years.
SI = (500 × 8 × 3) ÷ 100 = ₹120
Find the Amount on ₹1,200 at 10% per year for 2 years.
SI = (1200 × 10 × 2) ÷ 100 = ₹240, so A = 1200 + 240 = ₹1,440
₹600 earns ₹90 interest at 5% per year. Find the Time.
90 = (600 × 5 × T) ÷ 100, so T = 3 years
Answer 3 out of 4 correctly to complete the final Class 5 quest!
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