Answer:
Area of big diagram = 33.32 m²
Explanation:
Given:
Both given diagram is similar
Perimeter of small diagram = 20 m
Area of small diagram = 19.6 m²
Perimeter of big diagram = 34 m
Find:
Area of big diagram
Computation:
Both given diagram is similar So,
Perimeter of small diagram / Area of small diagram = Perimeter of big diagram / Area of big diagram
20 / 19.6 = 34 / Area of big diagram
Area of big diagram = [19.6/20][34]
Area of big diagram = 33.32 m²