The side length of the square is 7 inches².
The dimensions of the tiles are 2 x 3, 3 x 5, 1 x 4, and 4 x 6 to form a single square.
Now, to get the length of the square formed by the tiles. We need to get the area of the square.
Area of the square formed by the four tiles =
So, the area of the square is 49 inches².
Putting the formula of square for getting the side length:
Area of the square = side²
using square root on both sides:
Therefore, the side length of the square is 7 inches².
(5/0)*(5/1)*(4/2)*(3/3)*(2/4)*(1/5) so the coefficients are:
None on the above.
Here’s what I got:
5^-4/5^3 = 1/5^-1
Since 216=6^3, and (a<span> – </span>b)(a^2<span> + </span>ab<span> + </span>b^2) is how to factor the difference of a cube (that's the formula), we have (6-x)(6^2+6x+x^2)=(6-x)(36+6x+x^2)