Answer:
196 ft²
Step-by-step explanation:
Consider the given image.
Area of ΔABC
= ½bh
= ½ × (18 ft + 7 ft - 9 ft) × (8 ft + 6 ft)
= ½ × 16 ft × 14 ft
= 8 ft × 14 ft
= 112 ft²
Area of rectangle BEDC
= lw
= (8 ft + 6 ft) × (9 ft - 7ft)
= 14 ft × 2 ft
= 28 ft²
Area of rectangle EFGH
= lw
= 8 ft × 7 ft
= 56 ft²
Total area of the figure
= Area of ΔABC + Area of rectangle BEDC + Area of rectangle EFGH
= 112 ft² + 28 ft² + 56 ft²
= 196 ft²