Question
In this question, after two statements I and II two
conclusions have been given. Assuming the given in the statement together as truth, consider both the findings together and decide on which one of them follows beyond the logical and appropriate skepticism based on the information given in the statement. Statement: Some papers are pen. All pencils are pen. Conclusion: I) Some pencils are papers II) Some pen pencils are one of the following options to choose appropriate (A) only conclusions follow I (B) only follows conclusion II (C) either follow I or II the (D) neither I nor II follows (E) I and II both followSolution
- Some papers are pen: This means there is at least one pen that is a paper, but it doesn't necessarily mean that there are pencils that are papers. It only implies a partial overlap between papers and pens.
- All pencils are pen: This statement indicates that every pencil is a pen, which doesn't necessarily mean that there are pencils that are papers. It only implies that all pencils belong to the category of pens.
If A : B = 8:5 and A is 21 more than B then find the sum of A and B.
Three numbers A, B and C are in the ratio of 10 : 12 : 17. If sum of these numbers is 429, ratio between the difference of B and A and the difference of...
The sum of three numbers is 147. If the ratio of the first to the second is 2:3 and that of second to the third is 5:8 then the second number is?Â
Marks scored by A and B in a test are in the ratio 13:5 respectively. If B had scored 5 more marks, then marks scored by A would be 30% more than that o...
Rs. 8,100 was supposed to be distributed among 'X', 'Y', and 'Z' in the ratio of (1/3) : (1/4) : (1/6), respectively. However, due to an error, it was a...
What is the ratio whose terms differ by 30 and the measure of which is 4/9?
What is the ratio whose terms differ by 52 and the measure of which is 3/5?
The ratio of zinc and copper in a brass pieces is 3:4. How much zinc will be there in 140 kg of such a piece?
Find the fourth proportion of (2k + 1), (4k + 2) and (6k + 3). (Note: 'k' is the smallest two-digit prime number.)
In an office, the ratio of the number of males to number of females is 11:7. If 2 males joined the class and 6 females left the class, then the ratio of...