Area of a parallelogram $=$ .........
- Abase$^2$ $\times$ corresponding altitude
- Bbase $\times$ corresponding altitude$^2$
- Cbase $\times$ corresponding altitude
- Dbase$^2$ $\times$ corresponding altitude$^2$
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Similar Questions
In the figure,$\Delta ABC$ has sides $AB = 7.5\, cm$,$AC = 6.5\, cm$,and $BC = 7\, cm$. On base $BC$,a parallelogram $DBCE$ of the same area as that of $\Delta ABC$ is constructed. Find the height $DF$ of the parallelogram (in $cm$).
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View SolutionFrom a point in the interior of an equilateral triangle,perpendiculars are drawn on the three sides. The lengths of the perpendiculars are $14 \, cm$,$10 \, cm$,and $6 \, cm$. Find the area of the triangle.
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View SolutionFind the area of the parallelogram given in the figure. Also,find the length of the altitude from vertex $A$ on the side $DC.$
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View SolutionFind the area of a triangle whose sides are $13\, cm$,$14\, cm$,and $15\, cm$. (in $, cm^2$)
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View SolutionThe area of an equilateral triangle with each side measuring $16\,cm$ is how many times the area of an equilateral triangle with each side measuring $8\,cm$?
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