KIND is a rhombus. Diagonal KN and DI intersect at a point O such that KO=12 cm , IO=5cm. Find the measure of ON, KI , DO.
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ON= 12cm
KI= 13cm
DO= 5cm
Step-by-step explanation:
it is given here that KIND is a rhombus
So, all sides are equal and diagnol are perpendicular.
then KI=IN=ND=DK ( sides of rhombus)
If , KO= 12cm and IO= 5cm
KI^2=KO^2+IO^2(h^2=p^2+b^2)
KI^2= (12)^2+ (5)^2
KI^2= 144+25
KI^2= 169
KI= √169
KI= 13
Same in all these case..
Hope u like this answer....
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