A rectangular area measuring 3 units by 4 units on wall is to be covered with 6 tile each measuring 1 unit by 2 units in how many ways can this be done?

Answer 1

To cover the 3x4 rectangular area with 6 tiles measuring 1x2 units each, we need to consider the orientation of the tiles. The total number of ways to arrange the tiles can be calculated using combinatorial mathematics. Each tile can be placed horizontally or vertically, so there are 2 options for each tile. Therefore, the total number of ways to arrange the tiles is 2^6, which equals 64 ways.

Answer 2

There are 6 tiles to be placed on the 3x4 rectangular area, and each tile is 1x2 units. Therefore, the number of ways to place the tiles is equal to the number of ways to place 6 pairs of 1x1 units on a 3x4 grid, which is 10 choose 4, or 210 ways.

Answer 3

i think 11...