1. Assuming a spatially flat Universe, find the time dependence of: (a) the density of matter when the Universe is radiation dominated and (b) the density of radiation when the Universe is matter dominated.

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1. Assuming a spatially flat Universe, find the time dependence of:
(a) the density of matter when the Universe is radiation dominated and
(b) the density of radiation when the Universe is matter dominated.
Transcribed Image Text:1. Assuming a spatially flat Universe, find the time dependence of: (a) the density of matter when the Universe is radiation dominated and (b) the density of radiation when the Universe is matter dominated.
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