a book has 120 pages. a certain number of consecutive leaves are torn from the book. The sum of the page numbers on the remaining pages is 6215. The number of leaves which can be torn from the list can be at most !

If *n* > 5, then find the remainder when 7*n* − 6*n*(3*n* − 2) − 7 is divided by 216.

????

What would be my percentile in AIMCAT 1608N, If I got a total of 107 ?

I took it through "Missed AIMCATs" Section!

Two persons, Rakesh and Ramesh, are standing in a flat playground such that the distance between them is 10 m. Further, Rakesh, who is facing North, is standing to the West of Ramesh, who is facing South. Whenever Rakesh walks, he always takes either a left turn or a right turn only after walking for exactly 5 m and whenever Ramesh walks, he always takeseither a left turn or a right turn only after walking for exactly 10 m. They do not necessarily start walking at the same time or walk at the same speed.

1)

If Rakesh has taken three turns and Ramesh has taken two turns, then what is the maximum possible distance (in m) between them?

Enter your answer as a decimal value, rounded off to two decimal places.

2)

DIRECTIONS *for questions 58 to 60:* Select the correct alternative from the given choices.

If Rakesh and Ramesh start walking at the same time and Rakesh walks at half the speed of Ramesh, what is the minimum total number of turns (by both of them combined) after which they can meet?

3)

If Rakesh and Ramesh met after Rakesh took seven turns, what is the minimum possible number of turns that Ramesh could have taken?

DIRECTIONS *for questions 58 to 60:* Select the correct alternative from the given choices.

If Rakesh and Ramesh walked a distance of 30 m combined, what is the maximum possible distance between them?

4)

anyone please send me the PDFs of AIMCAT 1608

Email: vivek19912008@gmail.com

If *n* > 5, then find the remainder when 7*n* − 6*n*(3*n* − 2) − 7 is divided by 216.

????

If the length and the breath of a rectangle ABCD are in the ratio 3 : 2, then find the measure of the acute angle between the diagonals of the rectangle.

some1 plz elaborate

Let (3 + 2)6 = I + *f*, where I is the integral part and *f* the fractional part. Find the value of.

If *x* and *y* are natural numbers, then find the number of ordered pairs (*x*, *y*) which satisfy the equation 3*x* − 7*y* = 20 and the inequality *x* + *y* ≤ 30.

I just gave a test in missed aimcat section. but unable to see the solution. When solution will appear?

yes 209.

Elaborate plzplz