Answer:
280 cm²
Explanation:
The computation of the total area of the margin is shown below:
Given that
Length = 44 cm 
Breadth = 30 cm 
Area of the cardboard = 44 × 30 cm² = 1,320 cm² 
Now 
Length of the painting eliminating the margin is 
= [44 - (2 + 2)] cm 
= 40 cm 
And, 
Breadth of the painting eliminating the margin is 
= 30 - (2+ 2) 
= 26 cm 
Now 
Area of the painting eliminating the margin is 
= (40 × 26) cm² 
= 1,040 cm² 
And, finally the total area of the margin is 
= (1,320 - 1,040) cm² 
= 280 cm²