Question

Two parallaelgrams are on equal bases and between the same parallels the ratio of their areas is​

Answer 1

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• We know that, parallelogram on the equal bases and between the same parallels are equal in area. So, ratio of their areas is 1 :1.

@MissTranquillity

Answer 2

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Let area of first parallelogram be P1

And area of second parallelogram be P2

⇒  Area of parallelogram =b×h

⇒  P1=b1×h1

⇒  P2=B2×h2

⇒  b1=b2             [ As per the question ]

⇒  h1=h2             [ As the distance between 2 parallel lines is always equal ]

∴  P1=b×h        ------ ( 1 )

∴  P2=b×h

By equating ( 1 ) and ( 2 ) we get,

⇒  P1=P2

⇒  P1:P2= 1:1

THIS WILL HELP YOU ☝️.....