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Combined Inequality: I = L ≤ R < A ≥ M Decoded conclusion: I. R < M II. A > L III. A > I I = L ≤ R < A ≥ M No relationship can be established between R and M. Hence conclusion I is not true. I = L ≤ R < A ≥ M A > L. Hence conclusion II is true. I = L ≤ R < A ≥ M A > I. Hence conclusion III is true.
Statement:
Only a few beautiful are smart.
All smart are handsome.
No handsome is ugly.
Conclusion:
I. Some beautiful...
Statements:
Some tablets are laptops.
All laptops are mobiles.
No mobile is a notepad.
Conclusion:
I. Some tablet...
Statements:
Some states are towns.
No town is a village.
All villages are cities.
Conclusions:
I. Some towns are citi...
Statements:
At least some blue are red.
Some black are pink.
Every red is black.
None pink is green.
Conclusions:
...Statements:
Only a few Bullet are Gun.
Only Gun are Shoot.
Some Gun are Rifle.
All Sticker are Rifle.
Conclusion:
...Read the given statements and conclusions carefully. Assuming that the information given in the statements is true, even if it appears to be at varianc...
In the question below some statements are given followed by three conclusions I, II and III. You have to take the given statements to be true even if t...
Statements: Some doors are windows.
All houses are windows.
No mirror is a door.
Conclusions: I. Some doors are mirror
...Statements:
No tyre is metal.
No steel is aluminium.
Only a few aluminium are copper.
All steel are metal.
Conclusion...
Statements:
Only Doctor are Pilots
Some Doctor are not Lawyer
100% Lawyer are Teacher
Conclusions:
I. Some Lawyer are...