the diagonals of the Rhombus pqrs intersect at point O if p r is equal to 10 cm and QS is equal to 24 cm find the length of its sides
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Answered by
0
hey mate
ur answer
d1=10cm ,d2= 24 cm
rhombus formula=1/2×d1×d2
so, 1/2×10×24 =120
area of rhombus =120 cm
hope it may helps u
ur answer
d1=10cm ,d2= 24 cm
rhombus formula=1/2×d1×d2
so, 1/2×10×24 =120
area of rhombus =120 cm
hope it may helps u
Shashanksalloju:
thnx
Answered by
4
∵diagonals of a rhombus perpendicularly bisect each other
PO=OR=1/2PR=5cm
QO=OS=1/2QS=12cm
PR⏊QS
PQ=√(OQ²+OP²)
PQ=√(144+25)
PQ=±13cm
∴its sides measures 13cm[∵length can never be negetive]
PO=OR=1/2PR=5cm
QO=OS=1/2QS=12cm
PR⏊QS
PQ=√(OQ²+OP²)
PQ=√(144+25)
PQ=±13cm
∴its sides measures 13cm[∵length can never be negetive]
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