Question

ABCD is a parallelogram and X is the midpoint of Ab if area of triangle ABC is equal to 24 cm square then find area a x c d

Answer 1

Answer:

24+(24/2)=24+12=36

36 is the answer

Step-by-step explanation:

we know that area of the triangle formed by the diagonal of a parallelogram(triangle ACD and triangle ABC) is half the area of the parallelogram =>ar(triangleABC) =24/2=12

we know that, AREA OF AXCD = area of triangleACD + triangleACX

AREA OF TRIANGLE ACX =area of triangle ABC/2 (since cx is the median of triangle ABC)

THEREFORE AREA OF TRIANGLE ACX= 24/2=12

=>AREA OF AXCD = 24 +12 = 36

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