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From (i) and (ii), if H sits at place no. 5, then D sits at place 1. Also people sitting adjacent to him at place 2 and 8 are students and learn maths. Since H does not study computers and maths, therefore he learns accounts. From (iii), it is clear that the person sitting at place 4 is a student and studies computers. The one sitting at place 3 is a teacher who teaches computers. Also, person sitting at place 6 and 7 will be teacher and student respectively studying accounts.
From (iv), A will sit at place no 7. From (v), it is clear that since F is not a student, F sits at either place 3 or 6. C sits immediate left of F, hence, F sits at place no. 3 and C sits at place no. 2.
From (vi), E sits at place no. 6. Since B does not study maths, he studies computers and sits at place no. 4. G sits at place no. 8.
Now we can answer all the questions with the help of the above arrangement:
Find the largest 4-digit number divisible by 88.
How can 420 mobile phones be shared equally in the students present in the classroom?
The number 976512is non-divisible by which of the following numbers?
When a number is divided by 8, the remainder is half of the divisor and the quotient is 3 more than twice the product of the divisor and remainder. Find...
If 2557 + 819 is divisible by which of the following numbers.
x + 5x – 2x – 24 has a zero at x = 6. Find the other zeros.
Find the smallest 4-digit number which when divided by 10, 15, 20, 25, 30 leaves remainder 9.
If ‘1x5629’ is a six digit number which is divisible by 9, then which of the following can be the minimum value of ‘x’?
Find the smallest number that, when divided by 6, 8, and 12, leaves a remainder of 5 in each case.
A number when divided by 45 leaves a remainder 21. What will be the remainder when the square of the same number is divided by 45?