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📖 Read the passage, then answer the questions below

Priya invests Rs. 40,000 in a fixed deposit that offers compound interest at an annual rate of 20%, but the interest is compounded half-yearly rather than once a year, for a total duration of 1 year. Separately, her brother Karan invests Rs. 40,000 in a different scheme offering the same annual rate of 20%, but compounded annually, also for 1 year, so that the two siblings can compare how the compounding frequency alone affects the final amount, even though both schemes advertise the same headline annual rate.

Their cousin Divya invests a larger sum of Rs. 90,000 in a third scheme offering compound interest at an annual rate of 40%, compounded half-yearly, for a total duration of 1 year, to see how a higher rate combined with half-yearly compounding compares to the other two siblings' results once all three schemes have matured.

Question 1

What is the final amount in Priya's account after 1 year?

Question 2

What is the amount in Priya's account after the first half-year?

Question 3

What is the total principal invested by all three combined?

Question 4

What is the difference between Priya's final amount and Karan's final amount?

Question 5

What is the compound interest earned by Priya over 1 year?

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