2. Quantitative Aptitude

Question: If \(a + b = 18\) and \(a^2 + b^2 = 200\), then find the value of \((a^3 +

Question: A sum of money becomes 4 times itself in 15 years at simple interest. In how many years will

Question: A, B, and C start a business. A invests Rs. 6000 for 10 months, B Rs. 5000 for 8

Question: In a triangle PQR, points M and N lie on QR such that \(PM = PN\) and \(\angle QPM

Question: In a circle of radius 26 cm, a chord of length 20 cm is drawn. Find the minimum distance

Question: A laptop was sold for Rs. 44,000 at a profit of 10%. At what price should it be sold

Question: What is the lateral surface area of a pyramid whose base dimensions are \(10\text{ m} \times 6\text{ m}\) and

Question: 360 chocolates are to be distributed among ‘N’ number of students such that each student gets \((N + 2)\)

Question: One article is sold at a profit of 25% and another article is sold at a loss of 10%.

Question: Two similar triangles, Triangle P and Triangle Q, have perimeters of 30 cm and 45 cm respectively. If the