To find the dimensions of the big array created by combining two small arrays, we need to consider the number of rows and columns in each small array.
Let's say the dimensions of the first small array are 10x6 (10 rows and 6 columns), and the dimensions of the second small array are 10x5 (10 rows and 5 columns).
To determine the dimensions of the big array, we need to add the number of rows and columns of the small arrays. So, the big array will have:
Number of rows = 10 + 10 = 20
Number of columns = 6 + 5 = 11
Therefore, the big array will have dimensions of 20x11 (20 rows and 11 columns).
To represent the big array broken into two small arrays, the equation would be:
20x11 = 10x6 + 10x5
The product of the big array is calculated by multiplying the number of rows by the number of columns, which gives us:
Product of the big array = 20 x 11 = 220
So, the product of the big array is 220.