Question

Observe the given figure and answer the following question.

Which of the following statements are correct?
(Note: There can be more than one correct answer.)

• A. Area of the green part > area of the red part
• B. Area of the red part > area of the green part
  
• C. Area of the green part = area of the red part
• D. Area of the yellow part > area of the green part
  

Answer 1

The correct option is B Area of the red part > area of the green part


Area of each unit square $=1sq$ unit

Number of red unit squares $=6+6+6+6=24$
Area of 24 unit squares $=24sq$ units
So, the area of the red part is $24sq$ units.

Number of green unit squares $=6+6=12$
Area of $12$ unit squares $=12sq$ units
So, the area of the green part is $12sq$ units.

Number of yellow unit squares $=2+2+2+2+2+2=12$
Area of $12$ unit squares $=12sq$ units
So, the area of the yellow part is $12sq$ units.

Option a:
Area of the green part
area of the red part
$\Rightarrow 12\ne 24$
So, option a is incorrect.

Option b:
Area of the green part ≯ area of the red part
$\Rightarrow 12\ngtr 24$
So, option b is incorrect.

Option c:
Area of the red part $>$ area of the green part
$\Rightarrow 24>12$
So, option c is correct.

Option d:
Area of the yellow part ≯ area of the green part
$\Rightarrow 12\ngtr 12$
So, option d is incorrect.