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The two diagonals of a rhombus intersect at right angles, meaning they are bisectors of each other.
In a rhombus with diagonals $d_1 = 6$ cm and $d_2 = 12$ cm, calculate the area as cm$^2$.
The diagonals of a rhombus divide it into four triangles.
If one diagonal of a rhombus is doubled, the area will become times larger than the original area.
Using the diagonals method, the area of rhombus with $d_1 = 15$ cm and $d_2 = 10$ cm is cm$^2$.
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