Related InterviewSolutions

• Four persons A, B, C and D have ₹ 110 among them. A has twice the amound D has. B has an amount equal to the sum of the amounts with A and C and C has ₹ 20 more than D, then the amounts with A, B, C and D respectively areA. ₹ 20, ₹ 50, ₹ 30, ₹ 10B. ₹ 20, ₹ 40, ₹ 40, ₹ 10C. ₹ 30, ₹ 20, ₹ 40, ₹ 10D. ₹ 20, ₹ 40, ₹ 30, ₹ 20
• Machine A can produce 6 items per hour and machine B can produce 11 items per hours. If machine A works for x hours and B works for y hours in a day and both the machines produce at the most 200 items in a day, then frame an inequation to support the above data.
• Mahesh has certain number of problems with him. He can solve some fixed number of problems every hour. After solving for 5 hours, he is left with 384 problems. If he had solved for 10 hours, he is left with 144 problems to solve. Find the number of problems with Mahesh initially.A. 600B. 584C. 624D. 734
• In hour, A walks twice the distance that B walks in the same period. In 5 hours, A walks 6 miles more than what B walks in 8 hours. How many miles does B walk per hour ?A. 4B. 2C. 3D. 5
• Find the solution set of `(1)/(x+3) lt 0`
• If we divide 180 into two parts such that second part is 12 more than the twice of the first part, then the two parts areA. 56, 124B. 54, 126C. 52, 128D. 50, 130
• For what values of k is the system of equations `3x -2 (k-1)y =30 and 4x -2y = 35` consistent.
• Solve `4x+3y =11 and 3x +4y =10`.
• Machine X can pack 30 articles per hour and machine Y can pack 35 articles per hour. Machine X works for x hours per day and machine Y works for `y` hours per day and both the machines pack at least 2500 articles in a day. Frame and inequation to represent the above data.
• In a fraction, if unity is added to the numerator and subtracted from the denominator, it becomes `(2)/(3)`. Instead, if unity is subtracted from the numerator and added to the denominator, it becomes `(1)/(2)`. Find the fraction.