, The radius of a metallic solid sphere is 9 cm. It is melted and recast
into a cylindrical wire of diameter of cross section 0.2 cm. Determine
the length of this wire.
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Answers
Answer:
According to given question,
According to given question,Let length of wire be l,
According to given question,Let length of wire be l,Diametre of wire is 4mm,
According to given question,Let length of wire be l,Diametre of wire is 4mm,so, radius will be 2mm
According to given question,Let length of wire be l,Diametre of wire is 4mm,so, radius will be 2mmVolume of metallic sphere = volume of cylindrical wire
According to given question,Let length of wire be l,Diametre of wire is 4mm,so, radius will be 2mmVolume of metallic sphere = volume of cylindrical wire⟹34π(9cm)3=π(2×10−1cm)2l
According to given question,Let length of wire be l,Diametre of wire is 4mm,so, radius will be 2mmVolume of metallic sphere = volume of cylindrical wire⟹34π(9cm)3=π(2×10−1cm)2l⟹l=24300cm=243m
Step-by-step explanation:
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Step-by-step explanation:
first find the volume of the ball,after that divide it by0.2,your answer