A simple model (Fig. 10-56) considers a continent as a block (density ≈ 2800 kg/m^3) floating in

Question

A simple model (Fig. 10$-$56) considers a continent as a block (density $\approx$ 2800 kg$/m^3$) floating in the mantle rock around it (density $\approx$ 3300 kg$/m^3$). Assuming the continent is 35 km thick (the average thickness of the Earth's continental crust), estimate the height of the continent above the surrounding mantle rock.

          A simple model (Fig. 10$-$56) considers a continent as a block (density $\approx$ 2800 kg$/m^3$) floating in the mantle rock around it (density $\approx$ 3300 kg$/m^3$). Assuming the continent
is 35 km thick (the average thickness of the Earth's continental crust), estimate the height of the continent above the surrounding mantle rock.

Added by Micheal L.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Paul Gabriel

05/19/2022

Step 1

Step 1: Use the buoyancy equation to relate the densities and volumes of the continent and the mantle rock displaced. Show more…

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A simple model (Fig. 10$-$56) considers a continent as a block (density $\approx$ 2800 kg$/m^3$) floating in the mantle rock around it (density $\approx$ 3300 kg$/m^3$). Assuming the continent is 35 km thick (the average thickness of the Earth's continental crust), estimate the height of the continent above the surrounding mantle rock.