Direction (1-3): Each of the following questions consists of six statements followed by options consisting of three statements put together in a specific order. Choose the option that indices a combination where the third statement can be logically deduced from the first two statements and that option will be your answer.
- I. Some orange is white.
II. Some white is black.
III. All black is orange.
IV. Some green are blue.
V. No blue is white.
VI. All red are green.
A) [IV, VI, V]
B) [I, II, V]
C) [II, III, I]
D) [IV, V, VI]
E) None is correct
- I. Some red is green.
II. All blue is black.
III. Some blue is white.
IV. Some red is white.
V. Some black is blue.
VI. Some white is black.
A) [VI, IV, I]
B) [II, III, VI]
C) [I, II, IV]
D) [I , V, III]
E) None is correct
- I. No red is green.
II. Some white is red.
III. All blue is white.
IV. Some green is blue.
V. No white is black.
VI. No blue is black.
A) [I, II, V]
B) [II, III, V]
C) [I, IV, VI]
D) [III, V, VI]
E) None is correct
Direction (4-8): Each option contains some statements. Determine from which statements the given two conclusions follow.
- Conclusions: All tiger is dog. No lion is cat.
Statements:
A) All lion is horse. No horse is cat. Some cat is dog. All dogs are tiger. Some tiger is monkey.
B) All horse is monkey. Some monkey is dog. Some dog is cat. All cats are tiger. No tiger is lion.
C) All tiger is cat. All cats are dog. Some lion is monkey. All monkeys are horse. No lion is dog.
D) Some horse is monkey. All monkeys are cat. Some cat is lion. No lion is dog. All dogs are tiger.
E) None.
- Conclusions: Some pencil is eraser. No scale is pen.
Statements:
A) Some books are pencil. No pencil is scale. All erasers are scale. Some scales are pen. All pens are copy.
B) All books are scale. All pens are pencil. Some pencils are eraser. All erasers are copy. No scale is pencil.
C) Some books are pencil. All pencils are copy. No copy is pen. Some pen is eraser. No eraser is scale.
D) Some books are pencil. No pencil is eraser. No eraser is copy. Some copy are scale. All scales are pen.
E) None
- Conclusions: All white being green is a possibility. Some grey are not blue.
STATEMENTS:
A) Some blue are white. All white us grey. No grey is green.
B) All blue are white. All white is grey. Some grey is green.
C) All blue are white. No white is grey. Some grey is green.
D) Some blue are white. Some white is grey. All grey is green.
E) None
- Conclusions: Some green are white. Some red are white.
Statements:
A) All white are yellow. All yellow are red. Some red are green.
B) All white are yellow. Some yellow are red. All red are green.
C) Some white are yellow. All yellow are red. All red are green
D) All white are yellow. All yellow are red. Some red are green.
E) None
- Conclusions: Some red are not black, Some green are white.
Statements:
A) Some white are not black. All white are red. All red are green.
B) All red are white. Some black are not white. Some red are green.
C) All white are black. No black is red. No red are green.
D) Some white are black. No black is red. Some red are green
E) None
Direction (9-10): Statements are followed by 4 conclusions. Determine which conclusion(s) follow(s) from the given statements.
- Statements: All H are G. Some G are D. No D is C. Some C are T.
Conclusions:
I. No C is G
II. Some G are not C.
III. All D are H is a possibility.
IV. All D are T is a possibility.
A) Only II, III and either I or IV follow.
B) Only III follows
C) All follows.
D) Only II, III and IV follow
E) None of these
- Statements: All B are F. Some H are F. All P are H. No J is F.
Conclusions:
I. All J being H is a possibility
II. Some P are not J
III. Some H are not J.
IV. Some P are F
A) Only II, III and IV follow.
B) Only I and III follows
C) All follows.
D) Only I, III and IV follow
E) None of these
.7.:)
kitna sote ho brother :))
kya hua…..??
dp change kro mujhe bhi neeni ane lagti hai
hahaha,,,
lo fir chole bhature khao:p
now good 🙂
ab ise dekh kar bhukh lagne lgi :pp
:p
Good Questions 🙂
bhola ladka ……….lolz
hehehe 😛 I know i know
8/10
thankyou shubhra mam :)) very nice questions
Each of the following questions consists of six statements followed by options consisting of three statements put together in a specific order. Choose the option that indices a combination where the third statement can be logically deduced from the first two statements and that option will be your answer.
I. Some orange is white.
II. Some white is black.
III. All black is orange.
IV. Some green are blue.
V. No blue is white.
VI. All red are green.
A) [IV, VI, V]
B) [I, II, V]
C) [II, III, I]
D) [IV, V, VI]
E) None is correct
plz exp how to do these ???
YOU HAVE TO CHECK THIS:
take for example option A) [IV, VI, V]
does the third i.e V : follows from 1st two i.e IV and VI
means does statement V: No blue is white.
follow from IV. Some green are blue.
and
VI. All red are green.
similarly check all.. the option in which the third follows from 1st two… that is the answer
u have to check each option from the given five and tell which one is correct means………………… u have given 3 statements in each option so first 2 statements are the premises and third statement is conclusion so u have to figure out which combination of options is true so that conclusion follows from the statements correctly
take this option C) [II, III, I]
II Means 2nd statement which is II. Some white is black. and III is All black is orange. u have to check that from both statements whether I statement which is Some orange is white. follows or not
mam plz reply
what is your doubt dear ???
Replied below
tough puzzle
I. Study the following information carefully to answer the given questions
There are Seven Lecturers – A, B, C, D, E, F and G taught seven subjects,viz., Maths, Zoology, Botany, Chemistry, Physics, English and Statistics on one day in a week starting from Monday and ending on Sunday (of the same week). There will be separate timings for each lecture.
Note: Total hours taken by all the lecturers = 18 hours. The minimum and maximum timing of any lecture will be one hour and five hour respectively. There are two pairs of timings that can be followed by four lecturers.
Chemistry is taught on Thursday. English is neither taught on Tuesday nor on Saturday. The Botany professor gave lecture immediately after the lecturer A. B is not a Chemistry Professor.
Maths is taught for one hour. The Professor B gave his lecture on one of the days before Friday. Either the professor E or the professor F not gave his lecture on Sunday. Professor F gave his lecture immediately after E. Lecturer A spent more time than Lecturer C.
Time taken by lecturer C is the sum of time taken by the lecturers B and F. Subjects Maths & Zoology are taught for same duration. The lecturer who took maximum time is immediately preceded by the person who took less than one hour of maximum time.
The difference between the subjects taught on Friday and Sunday is equalled to the time taken by the lecturer A. Professor who gave maths lecture immediately preceded and followed by C and G respectively.
Professor who gave lecture on Sunday spent less than three hours. Only one lecture is held between Chemistry and Botany. Zoology is taught after two days of maths lecture. Statistics is neither taught on Monday nor Sunday.
Botany is not taught on the immediate next day on which Zoology is taught. Physics is taught on Monday.
sab try karna :))
ye me kar chuki hu
achha 🙂
hmmmmm
8 q why not B ??
plz exp
In B
Some red are not black does not follow
All red are black is a possibility so Some red are not black does not follow
tq .
sir isme dekhna
Conclusions: All white being green is a possibility. Some grey are not blue.
C) All blue are white. No white is grey. Some grey is green.
no grey is white reversed
some white is blue
no+some ==some not reversed so mtlb
some blue are not grey to follow kesse hua ??
TO check: All white being green is a possibility.
No white is grey. Some grey is green.=> No+All= SOme not reversed =? Some GREEN is NOT White
On day 5 table : if SOme A is Not B=> All B being A is a possibility.
So All white being green is a possibility
To check: Some grey are not blue.
All blue are white. No white is grey. => ALL+ NO= NO=> No blue us grey or NO Grey is blue
AS per table on day 5: NO A is B => Some A are not B => Some B are not A => both these are true
So Some grey are not blue is also true
ty
“can never be” is a case of possibility in syllogism ?? please explain
What i don’t realize is in fact how you are not really much more neatly-preferred than you may be right now. You are very intelligent. You realize thus significantly when it comes to this matter, made me in my opinion imagine it from so many numerous angles. Its like men and women are not fascinated unless it?s something to accomplish with Girl gaga! Your personal stuffs excellent. Always take care of it up!