Direct Formula Application
OpenUse the standard Quadratic problems formula directly when the question gives all inputs.
General Aptitude
This tutorial breaks Quadratic problems into high-frequency exam patterns with step-by-step methods. Use these solved frameworks before attempting full timed quizzes.
Use the standard Quadratic problems formula directly when the question gives all inputs.
When final result is given but original value is asked, reverse the equation.
Convert verbal statements into equations before solving.
Use the standard Quadratic problems formula directly when the question gives all inputs.
When to Use: Use this when all required values are explicitly given and no reverse logic is needed.
Question: Find 25% of 640.
Final Answer: 160
Quick Shortcut: 25% = one-fourth, 50% = half, 10% = divide by 10. Use these mental anchors first.
Generated 10 focused questions for this pattern.
Answer: 36
Explanation: Step 1: Percentage to fraction -> 30/100. Step 2: Multiply with base -> (30/100) x 120 = 36.
Answer: 228
Explanation: Step 1: Percentage to fraction -> 30/100. Step 2: Multiply with base -> (30/100) x 760 = 228.
Answer: 276
Explanation: Step 1: Percentage to fraction -> 30/100. Step 2: Multiply with base -> (30/100) x 920 = 276.
Answer: 235
Explanation: Step 1: Percentage to fraction -> 25/100. Step 2: Multiply with base -> (25/100) x 940 = 235.
Answer: 48
Explanation: Step 1: Percentage to fraction -> 40/100. Step 2: Multiply with base -> (40/100) x 120 = 48.
Answer: 135
Explanation: Step 1: Percentage to fraction -> 15/100. Step 2: Multiply with base -> (15/100) x 900 = 135.
Answer: 172
Explanation: Step 1: Percentage to fraction -> 20/100. Step 2: Multiply with base -> (20/100) x 860 = 172.
Answer: 245
Explanation: Step 1: Percentage to fraction -> 25/100. Step 2: Multiply with base -> (25/100) x 980 = 245.
Answer: 234
Explanation: Step 1: Percentage to fraction -> 30/100. Step 2: Multiply with base -> (30/100) x 780 = 234.
Answer: 115
Explanation: Step 1: Percentage to fraction -> 25/100. Step 2: Multiply with base -> (25/100) x 460 = 115.