ABCD is a parallelogram having adjecent side AB=35 cm and BC=28 cm. If the distance between its longer sides is 8 cm, find
(I) the area of the parallelogram
(II) the distance between it's shorter sides.
Answers
Answered by
63
(I) area = 35 x 8 = 280 sq.cm
(II) distance between it's shortest side:
280 = 28 x h
10 cm=h
(II) distance between it's shortest side:
280 = 28 x h
10 cm=h
Answered by
31
Area of parallelogram = 280 cm² and distance between it's shorter sides. = 10 cm if ABCD is a parallelogram having adjacent side AB=35 cm and BC=28 cm and distance between its longer sides is 8 cm,
Step-by-step explanation:
ABCD is a parallelogram having adjecent side AB=35 cm and BC=28 cm
Distance between longer sides is 8 cm
Area of parallelogram = 35 * 8
= 280 cm²
distance between it's shorter sides. = d
Area of Parallelogram = 28 * d
28 * d = 280
=> d = 10 cm
distance between it's shorter sides. = 10 cm
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