Hello Aspirants. Welcome to Online Quantitative Aptitude Section in AffairsCloud.com. Here we are creating sample questions in Quadratic Equations which is common for all the competitive exams. We have included Some questions that are repeatedly asked in bank exams !!!
Follow the link To solve Quadratic Equations with the help of Number Line
- x² – 32x + 252 = 0
y² – 28y + 192 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedE. X = Y or relation cannot be established
Explanation:
x² – 32x + 252 = 0
x = 18, 14
y² – 28y + 192 = 0
y = 12, 16 - x² – 32x + 247 = 0
y² – 22y + 117 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedC. X ≥ Y
Explanation:
x² – 32x + 247 = 0
x = 13, 19
y² – 22y + 117 = 0
y = 13, 9 - x² + 29x + 208 = 0
y² + 19y + 78 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedD. X ≤ Y
Explanation:
x² + 29x + 208 = 0
x = -13, -16
y² + 19y + 78 = 0
y = -13, -6 - x² – 22x + 105 = 0
y² – 27y + 162 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedE. X = Y or relation cannot be established
Explanation:
x² – 22x + 105 = 0
x = 15, 7
y² – 27y + 162 = 0
y = 18, 9 - (x – 18)² = 0
y² = 324
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedC. X ≥ Y
Explanation:
x² – 36x + 324 = 0
x = 18, 18
y² = 324
y = ±18 - x² – 41x + 400 = 0
y² – 29y + 210 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedA. X > Y
Explanation:
x² – 41x + 400 = 0
x = 25, 16
y² – 29y + 210 = 0
y = 14, 15 - x² – 25x + 156 = 0
y² – 32y + 255 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedB. X < Y
Explanation:
x² – 25x + 156 = 0
x = 12, 13
y² – 32y + 255 = 0
y = 15, 17 - x² – 35x + 294 = 0
y² – 23y + 132 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedA. X > Y
Explanation:
x² – 35x + 294 = 0
x = 21, 14
y² – 23y + 132 = 0
y = 11, 12 - x² = 64
y² – 34y + 289 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedB. X < Y
Explanation:
x² = 64
x = 8, – 8
y² – 34y + 289 = 0
y = 17, 17 - x² – 29x + 208 = 0
y² – 32y + 255 = 0
A. X > Y
B. X < Y
C. X ≥ Y
D. X ≤ Y
E. X = Y or relation cannot be establishedE. X = Y or relation cannot be established
Explanation:
x² – 29x + 208 = 0
x = 13, 16
y² – 32y + 255 = 0
y = 15, 17
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