The height of a cone and its slant height are in ratio $\mathrm{H}: \mathrm{s}=4: 5$. If the lateral surface area of the cone is $93.75 \pi \mathrm{cm}^{2}$, determine the volume.

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The Answer of The height of a cone and its slant height are in ratio $\mathrm{H}: \mathrm{s}=4: 5$. If the lateral surface area of the cone is $93.75 \pi \mathrm{cm}^{2}$, determine the volume.

The Height of a Cone and Its Slant Height Are H:s=4:5\mathrm{H}: \mathrm{s}=4: 5H:s=4:5

The Height of a Cone and Its Slant Height Are $\mathrm{H}: \mathrm{s}=4: 5$