Bissoy.com
Doctors Medicines MCQs Q&A

Given below are two premises ((a) and (b)). From those two premises four conclusions (i), (ii), (iii) & (iv) are drawn. Select the code that states the conclusions validly drawn from the premises (taking singly or jointly.) Premises : (a) Untouchability is a curse. (b) All hot pans are untouchable. Conclusions : (i) All hot pans are curse. (ii) Some untouchable things are hot pans. (iii) All curses are untouchability. (iv) Some curses are untouchability.

Given below are two premises ((a) and (b)). From those two premises four conclusions (i), (ii), (iii) & (iv) are drawn. Select the code that states the conclusions validly drawn from the premises (taking singly or jointly.) Premises : (a) Untouchability is a curse. (b) All hot pans are untouchable. Conclusions : (i) All hot pans are curse. (ii) Some untouchable things are hot pans. (iii) All curses are untouchability. (iv) Some curses are untouchability. Correct Answer (i) and (ii)

(i) All hot pans are curse. → True (As All hot pans are untouchable and Untouchability is a curse → so, all hot pans being untouchable are a curse)

(ii) Some untouchable things are hot pans. → True (As All hot pans are untouchable → so some hot things are untouchable)

(iii) All curses are untouchability. → False (As, Untouchability is a curse → but the statement does not confirms that all curses are untouchability. There is no statement given to support the reverse of the statement)  

(iv) Some curses are untouchability. → False (As, Untouchability is a curse → but the statement does not confirms that some curses are untouchability. There is no statement given to support the reverse of the statement)

Hence, ‘(i) and (ii)’ is the correct answer.

Related Questions

Given below are two premises (a and b). From those two premises four conclusions (i), (ii), (iii) and (iv) are drawn. Select the code that states the conclusion/conclusions drawn validly (taking the premises singularly or jointly). Premises : (a) All bats are mammals. (b) No birds are bats. Conclusions : (i) No birds are mammals. (ii) Some birds are not mammals. (iii) No bats are birds. (iv) All mammals are bats.
Consider the 5 × 5 matrix \[{\text{A}} = \left[ {\begin{array}{*{20}{c}} 1&2&3&4&5 \\ 5&1&2&3&4 \\ 4&5&1&2&3 \\ 3&4&5&1&2 \\ 2&3&4&5&1 \end{array}} \right
Given below are two premises (a) and (b). Four conclusions are drawn from them. Select the code that states validly drawn conclusion(s) [taking the premises individually or jointly] Premises : (a) Some women are teachers. (b) All teachers are hard-working. Conclusions: (i) All hard-working people are teachers. (ii) All teachers are not women. (iii) Some hard-working teachers are women. (iv) Some women are hard-working
Given below are two premises (a) and (b). Four conclusions are drawn from them. Select the code that states validly drawn conclusion(s) [taking the premises individually or jointly]. Premises:   (a) All diamonds are precious stones. (b) Some carbon compounds are diamonds. Conclusions:  (i) All precious stones are diamonds. (ii) Some non-carbon compounds are precious stones. (iii) All precious stones are stones compounds. (iv) Some carbon compounds are precious stones.
Given below are two premises i and ii. Four conclusions are drawn from them (taking singly or together). Premises: i) Some prisoners are dacoits. ii) Some dacoits are murderers. Conclusions: a) Some prisoners are murderers. b) All prisoners are murderers. c) Some dacoits are prisoners. d) Some murderers are dacoits. Select the code that states the validly drawn conclusions:
Given below are two premises with four conclusions drawn from them (taking, singly or together). Which conclusions are validly drawn? Select the correct answer from the code given below. Premises: (i) All lawyers are extroverts. (ii) Some wisemen are extroverts. Conclusions: (a) All lawyers are wisemen. (b) All wisemen are lawyers. (c) Some extroverts are wisemen. (d) All extroverts are lawyers.
In the following question below are given some statements followed by some conclusions. Taking the given statements to be true even if they seem to be at variance from commonly known facts, read all the conclusions and then decide which of the given conclusion logically follows the given statements. A + B means “some A are B”. A & B means “all A are B”. A @ B means “some A are not B”. A % B means “no A is B”. Statements: Roses + pans Pans @ rings Cats & rings Ring % bat Conclusions: I. Cats & pans is a possibility II. Roses @ rings III. Cat % bat IV. Rose % cat
Given below are three premises (a, b and c). Four conclusions are drawn from them. Select the code that states validly drawn conclusion(s) [ taking the premises individually or jointly].  Premises : No web are spam. All spam are mail. Some mail are inbox. Conclusion: I. All spam are inbox. II. Some mail are spam. III. No web are mail. IV. Some inbox are web.
Given below are two premises a) and b). Four conclusions are drawn from them. Select the code that states validly drawn conclusion(s). [Taking the premises individually or jointly] Premises: a) All judges are lawyers. b) No doctors are lawyers. Conclusions: i) No lawyers are doctors. ii) No doctors are judges. iii) All lawyers are judges. iv) Some doctors are judges.
Given below are two premises (a and b). Four conclusions are drawn from them. Select the code that states validly drawn conclusion(s) [ taking the premises individually or jointly].  Premises : (a) All mammals are warn-blooded animals. (b) No lizards are warm-blooded animals. Conclusions : (i) No lizards are mammals. (ii) Some lizards are mammals. (iii) No warm-blooded animals are lizards. (iv) All warm-blooded animals are mammals.