the adjacent sides of parallelogram are 20 cm and 15 cm and length in the ratio between the corresponding altitude is
Answers
Answered by
57
Hey Dear,
◆ Answer -
3 : 4
● Explanation -
Given that adjacent sides of parallelogram are -
x = 20 cm
x = 20 cmy = 15 cm
Let a & b be corresponding altitudes of the parallelogram.
Area of parallelogram is calculated as product of side length with corresponding altitude.
Area = x.a = y.b
a/b = y/x
a/b = 15/20
a/b = 3/4
Therefore, ratio of lengths of corresponding altitudes of parallelogram is 3 : 4.
Thanks dear..
Answered by
9
Answer:
Let the attitude be -
x, y
x/y=15/20
x/y=3/4
x:y=3:4
Hope this helps you
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