A coal mine receives two bids for purchase of a new dragline. The first bid quotes Rs. 150 crore as a price to be paid in full on delivery. The second bid quotes Rs. 180 crore as a price payable at the end of the third year after delivery. If the discount rate is 12%, the difference in NPV between the first and second bids in crore of rupees is
A person borrows a sum of Rs. 50,000 @ 6% interest rate for 10 years. Determine the equal annual sum to be paid at the end of each year to repay the loan.
Using Hoskold's formula, the present worth, in rupees of annuity of Rs. 1 per year for the 10 years after the deferment period of 5 years and allowing the purchaser 10 % interest is
An equipment cost Rs. 8,00,000 today and has a service life of 15 years. The salvage value at the end of 15 years is Rs. 2,00,000. What will be the value at the end of 10 years?
In a mine site, the cost of shaft sinking in lakhs of rupees is given as 2.64D + 34.8, where D is the shaft depth in m. In the same site, the corresponding cost of driving an incline is 0.96 L, where L is the length of the incline in m. Assuming L by D ratio is 3.0, the depth in m beyond which the shaft sinking becomes more economical is
An investment of Rs. 10,000, compounded annually, is estimated to return Rs. 20,000 after 6 years from the date of investment. The expected rate of return on this investment in percentage is
A company invested Rs. 4 lakhs in a machine. The net income expected from the operation of the machine is Rs. 80,000 per annum. The payback period for the machine in years is
A firm, having a cost of capital of 12%, evaluates a small mining project of initial investment of Rs. 100 lakhs. For the benefits shown in the table below, the benefit-cost ratio of the project is
A company producing bearing plates for rock bolts has the selling price Rs. 20/unit and the variable cost has Rs. 12/unit. If the total fixed cost is Rs. 5,60,000, then the break even output units of bearing plates is
A mining equipment has a life of 5 years with no salvage value. Assuming that the depreciation of the equipment is calculated by the straight line method, the average annual value of the equipment percentage of its original value is