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A copper block is suspended from a wire, as in part 1 of the drawing. A container of mercury is then raised up around the block, as in part 2, so that 51.0% of the block's volume is submerged in the mercury. The density of copper is 8890 kg/m³, and that of mercury is 600 kg/m³. Find the ratio of the fundamental frequency of the wire in part 2 to the fundamental frequency in part 1.

A copper block is suspended from a wire, as in part 1 of the drawing. A container of mercury is then raised up around the block, as in part 2, so that 51.0% of the block's volume is submerged in the mercury. The density of copper is 8890 kg/m³, and that of mercury is 600 kg/m³. Find the ratio of the fundamental frequency of the wire in part 2 to the fundamental frequency in part 1.

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Please solve and answer the question correctly also be sure to have the correct units on the final answer. Thank you!!
A copper block is suspended from a wire, as in part 1 of the drawing. A container of mercury is then raised up around the block, as in part 2, so that 51.0% of the block's volume is submerged in the mercury. The density of copper is 8890 kg/m³, and that of mercury is 13 600 kg/m³. Find the ratio of the fundamental frequency of the wire in part 2 to the fundamental frequency in part 1. f1.Part 2/11, Part 1- Number i Copper block Part 1 Units Part 2
Transcribed Image Text:A copper block is suspended from a wire, as in part 1 of the drawing. A container of mercury is then raised up around the block, as in part 2, so that 51.0% of the block's volume is submerged in the mercury. The density of copper is 8890 kg/m³, and that of mercury is 13 600 kg/m³. Find the ratio of the fundamental frequency of the wire in part 2 to the fundamental frequency in part 1. f1.Part 2/11, Part 1- Number i Copper block Part 1 Units Part 2
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