Find tge area of the polygon. AL=3CM , ME=4.5CM, ND=6cm, FL=3CM, FM=5CM, MN=5.5 CM , NC= 8.5CM, AB=10CM
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Area of the polygon = 109.125 cm²
Step-by-step explanation:
Area of Trapezium ABCF = (1/2)(AB + CF) * AL
AB = 10 cm
CF = FM + MN + NC = 5 + 5.5 + 8.5 = 19 cm
AL = 3 cm
= (1/2)( 10 + 19) * 3
= 43.5 cm²
Area of Δ FME = (1/2) FM * ME
= (1/2) * 5 * 4.5
= 11.25 cm²
Area of Δ DNC = (1/2) NC * DN
= (1/2) * 8.5 * 6
= 25.5 cm²
Area of Trapezium EMND = (1/2) (EM + ND) * MN
= (1/2) (4.5 + 6) * 5.5
= 28.875 cm²
Area of the polygon = 43.5 cm² + 11.25 cm² + 25.5 cm² + 28.875
= 109.125 cm²
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