Consider an investment of ₹ 15,000 whose annual values are given below:

June 1, 2022	June 1, 2023	June 1, 2024	June 1, 2025
₹ 15,000	₹ 16,500	₹ 19,800	₹ 20,790

then the CAGR % is: (given $(1.386)^{1/3} = 1.115$)

Mr. Devendra invested ₹ 8,000 in 7% hundred rupee share at ₹ 80. After a year he sold these share at ₹ 75 each and invested in 18% twenty five-rupee shares at ₹ 41 each. Then his annual income from the second investement is:-

A person has invested ₹ 20,000 in hundred-rupees bond and redeemable at the end of 10 years at 110, and paying annual dividends at 4%. The yield rate is to be 5% effective. Then which of the following statements are TRUE?

A. The annual dividend is ₹ 800.

B. The annual dividend is ₹ 1200.

C. Redemption price is ₹ 22000.

D. Redemption price is ₹ 20000.

Choose the correct answer from the options given below:

A machine costing ₹55,000 is expected to have a useful life of 10 years and a final scrap value of ₹5,000. The annual depreciation charge using the straight line method is :

On 1st April 2024, person 'X' purchased a machinery costing ₹ 65000 and spent ₹ 10000 on its installation. The estimated effective life of the machinery is 5 years with a scrap value of ₹ 10000. The annual depreciation using the straight-line method with the accounting year ending on 31st March 2025 is:

At what rate of interest will the present value of a perpetuity of Rs. 1000 payable at the end of every six months be Rs. 40000?

Which of the following are correct about equated monthly installments (EMI)?

(A) The EMI depends on principal borrowed, rate of interest and tenure of the loan.

(B) It is a fixed amount made by borrower to the lender every month.

(C) The interest remains constant for every EMI in reducing balance method.

(D) As we pay off our loan, the outstanding principal amount decreases with every EMI in reducing balance method.

Choose the correct answer from the options given below: