find the area of a rhombus whose side is of length 5m and one of it's diagonals is of length 8m.
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Answer:
Answer
Area of rhombus = Base × Height =
2
1
×Product of diagonals
⇒5×4.8=
2
1
×(8×x)
⇒24=
2
1
×(8×x)
⇒x=6 cm
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★ The length of side of a rhombus is 5m and one of its diagonal is 8 m. Then what is the length of the other diagonal?
Length of the side of the rhombus = 5 m
Length of the diagonal of the rhombus = 8 m
We know that :-
Due to that property, the half of the other diagonal will be :-
By the Pythagoras Theorem:-
Now, that we have the half of the length of the other diagonal, we can say that the length of the diagonal = 3 × 2 (m) = 6m
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