the area of rhombus is equal to the area of a triangle whose base and the corresponding altitude are 24.8 cm and 16.5 CM respectively if one of the diagonals of the Rhombus is 22 cm find the length of the other diagonal
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The area of a rhombus is equal to the area of a triangle whose base and corresponding altitude are 24.8 & 16.5 respectively. If one of the diagonal of rhombus is 22cm, then what is the length of other diagonal?
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Area of rhombus=area of triangle
(1/2)×d1×d2=(1/2)×base×altitude
(1/2)×22×d2=(1/2)×24.8×16.5
d2=24.8×16.5/22 cm.
d2=(124/5)×(33/2)×(1/22)
d2=(124×33×1)/(5×2×22)
d2=372/20=18.6 cm. , . Answer.
86 Views · · Answer requested by
Area of rhombus=area of triangle
(1/2)×d1×d2=(1/2)×base×altitude
(1/2)×22×d2=(1/2)×24.8×16.5
d2=24.8×16.5/22 cm.
d2=(124/5)×(33/2)×(1/22)
d2=(124×33×1)/(5×2×22)
d2=372/20=18.6 cm. , . Answer.
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