VOLUME of cylinder = πr2hNew radius of cylinder R = r/3Let the NEW height of the cylinder be H cm, then ACCORDING to the questionπ R2 H = π r2 h⇒ π × (r/3)2 × H = πr2 h⇒ 1/9 × H = h⇒ H = 9hIf volume REMAINS the same, length will increase by 9 times. "> VOLUME of cylinder = πr2hNew radius of cylinder R = r/3Let the NEW height of the cylinder be H cm, then ACCORDING to the questionπ R2 H = π r2 h⇒ π × (r/3)2 × H = πr2 h⇒ 1/9 × H = h⇒ H = 9hIf volume REMAINS the same, length will increase by 9 times. ">
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The radius of a wire is decreased to one – third. If volume remains the same, length will increase by

Current Affairs General Awareness in Current Affairs 9 months ago

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VOLUME of cylinder = πr2hNew radius of cylinder R = r/3Let the NEW height of the cylinder be H cm, then ACCORDING to the questionπ R2 H = π r2 h⇒ π × (r/3)2 × H = πr2 h⇒ 1/9 × H = h⇒ H = 9hIf volume REMAINS the same, length will increase by 9 times.
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Posted on 14 Nov 2024, this text provides information on Current Affairs related to General Awareness in Current Affairs. Please note that while accuracy is prioritized, the data presented might not be entirely correct or up-to-date. This information is offered for general knowledge and informational purposes only, and should not be considered as a substitute for professional advice.

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