Permutation and CombinationHard
Question
No. of diffent squares of any size (side of square be natural no.) which can be made from a rectangle of size 15 × 8, is -
Options
A.456
B.120
C.228
D.None of these
Solution
maximum size of square can be 8 x 8
so required no. of square be
(16 - r)(9 - r) =
r2 - 25r + 144 = 456
so required no. of square be
Create a free account to view solution
View Solution FreeMore Permutation and Combination Questions
A gentleman invites a party of m + n (m ≠ n) friends to a dinner & places m at one table and n at another, the tab...If 4 parallel lines intersect another set of 3 parallel lines, then number of parallelograms formed with these lines is-...Let $\overline{A = \{(a,b,c):a,b,c\text{~}\text{are non-negative integers}\text{~}}$ and $a + b + 2c = 22\}$.The $n(A\,)...In a hockey series between team X and Y, they decide to play till a team win ′m′ match. Then the no. of ways...The total number of donations which can be given from 5 one rupee coins and 4 fifty paise coins, is (at least one coin m...