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A large spider spins with its legs stretched out about a central axis with angular velocity ω = 1.25 rad/s. Assuming the spider's body is a uniform, solid sphere of mass m₆ₒₔᵧ = 125 g and radius r₆ₒₔᵧ = 3.5 cm and each of its eight (8) legs is a rod of mass mₗₑ₉ = 7 g and length lₗₑ₉ = 14 cm. What is the angular velocity of the spider if its legs are curled into its body?

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