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For Equation 1: (x - 2)(x - 3) = 0, x = 2 or x = 3. For Equation 2: (y - 3)(y - 4) = 0, y = 3 or y = 4. Comparison: x ≤ y. Answer: D) x ≤ y
The sum of the original incomes of ‘Atul’ and ‘Bineet’ is Rs. 82000. If the income of ‘Atul’ had been 26000 more, then his income would ha...
Ramesh spends 68% of his monthly income. Next month, his income increased by 22% while his expenditure increased by 14%. Due to this, his monthly saving...
Rishu saves x% of her income. If her income increases by 26% and the expenditure increases by 20%, then her savings increase by 50%. What is the value of x
The incomes of Abhinav and Bishnu are in the ratio 4:3, and their savings are in the ratio 3:1. Both spend Rs. 5,000 each. Determine the difference betw...
The ratio of the monthly income of C and D is 9:14, respectively, and their expenditures are Rs. 1500 and Rs. 3500, respectively. Find the difference be...
The ratio of the monthly income of Gaurav and Himesh is 11:16, respectively, and their expenditures are Rs. 2000 and Rs. 4000, respectively. Find the di...
A, B and C together earn Rs. 2700 in 18 days. A and C together earn Rs. 940 in 10 days. B and C together earn Rs 1520 in 20 days. Find the daily earning...
Pankaj saves 33.33% of his monthly Income. If monthly Expenses of Pankaj is increased by 25% with respect to his previous monthly expenses, then his mon...
The earnings of 'Amit' and 'Bittu' are in the ratio 5:8. Their respective expenditures are in the ratio 4:7. If the gap between their savings is Rs. 6,0...
