Statements:
Only a few Book are Notebook.
No Notebook is a Pencil.
Only a few Pencil is Pen.
Conclusions:
I. All Pens can never be Notebooks.
II. All Books can never be Pencils.
III. Some Pens can be Books.
No Notebook is a Pencil (E) + Only a few Pencil is Pen (I) → Some Pen are not Notebook (O*) → Probable conclusion → All Pen can never be Notebook. Hence conclusion I follows. Only a few Book are Notebook (I) + No Notebook is a Pencil (E) → Some Book are not Pencil (O) → Probable conclusion → All Book can never be Pencil. Hence conclusion II follows. Only a few Book are Notebook (I) + No Notebook is a Pencil (E) → Some Book are not Pencil (O) + Only a few Pencil is Pen (I) → Probable conclusion → Some Pen can be Book (I). Hence conclusion III follows.
How many pairs of letters are there in the word “ PROMPTNESS ” which has as many letters between them in the word as in the English alphabetical ser...
In relation to computer, what is ‘nibble’?
If the consonants of the following words are arranged first, followed by the vowels as per the English alphabetical order and then the consonants are ch...
If all the number 85243679 are arranged in descending order from left to right, the position of how many numbers will remain unchanged?
Five words are given in the options and taking four letters of each of the words as specified, different words can be obtained and one of them is not an...
How many such pair(s) of letters are in the word “ENQUIRY” which has as many letters between them (both forward and backward) as in the English alph...
How many such pairs of letters are there in the words ‘COMPLIMENTS’ each of which has as many letters between them in words (both in backwar...
How many such pair(s) of letters are there in the word ‘COMBINED’ which has as many letters between them as in the alphabetical series?
If in the number 67389872, all digits are arranged in increasing order from left to right then how many digit remain same place in the new arrangement?
If in the number “756852733846321876”, the number at each odd position is decreased by 1, then how many such numbers are there in the final arrange...