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Explanation:
Prove that area of a trapezium is equal to half the product of the sum of parallel sides and distance between the parallel sides.
Medium
ANSWER
Consider the trapezium ABCD with with AB∣∣toCD
∴AP=BQ=h(say) [distance between parallel lines one equal]
ar(ABCD)=ar(△ADC)+ar(△ABC)
.....(2)
ar(△ADC)=
2
1
×base×height=
2
1
×(DC)×h
......(1)
ar(△ABC)=
2
1
×base×height=
2
1
×(AB)×h
.....(3)
From (1),(2) and (3)
ar(ABCD)=
2
1
×h(CP)+
2
1
h(AB)
ar(△ABCD)=
2
1
h[AB+CD]
∴
areaoftrapezium=halfofproductheightofheightandsumofparallelsides.
solution
kiki471:
Don't answer if you don't know the answer
Answered by
1
Answer:
Ordered list
Explanation:
Start Attribute: specifies the start value of an ordered list
Type Attribute: specifies the type of the list item marker
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