List of top Mathematics Questions on Shares and Dividends asked in CUET (UG)

The solution set of the linear inequation \( \frac{3}{x-2} < 1 \) is:
Which of the following statements are correct for Maximize \( Z = 50x + 40y \) subject to \( 1000x + 1200y \le 7600 \), \( 3x + 2y \le 18 \), \( x, y \ge 0 \)?
(A) The LPP has a unique optimal solution at (4, 3) only.
(B) The feasible region is bounded.
(C) The maximum value is unique, but there are infinite optimal solutions.
(D) The feasible region is bounded with corner points (0,0), (6,0), (4,3) and (0,19/3).
By investing ₹4650 in a \(7 \frac{1}{2} \%\)% stock, a person obtains an income of ₹300. The market price of the stock is:
A bond of face value ₹1000 matures in 10 years and interest is paid annually at 4% per annum. If the present value of the bond is ₹838, find the yield to maturity (1.04)-10 ≈ 0.676.
A bike costing ₹120000 has a scrap value of ₹30000. If the book value of the bike at the end of third year is ₹90000, then the useful life of the bike is,