What does a larger value for the Hubble constant ($H_0$) imply about the estimated age of the universe?
Answer
The estimated age would be significantly shorter.
A larger Hubble constant signifies a faster current expansion rate. If the universe expanded faster throughout its history, less time would have been required to reach its current size, resulting in a younger age estimate.
#Videos
What is the Hubble Constant? Daniel Holz measures the ... - YouTube
Related Questions
What fundamental aspect of the cosmos does the Hubble constant primarily serve as a yardstick for?Which equation correctly expresses Hubble's Law relating recession velocity ($v$) and distance ($d$)?In which standard astronomical units is the Hubble constant typically expressed?How is the distance ($d$) to a remote object calculated once its recessional velocity ($v$) is known using Hubble's Law?What is the term for the hypothetical age of the universe calculated by taking the inverse of the Hubble constant?Which two types of objects are explicitly mentioned as being used as 'standard candles' for local measurement of $H_0$?The method based on the early universe infers $H_0$ by analyzing data primarily from which source?What does a larger value for the Hubble constant ($H_0$) imply about the estimated age of the universe?What characterizes the significant conflict known as the Hubble Tension?If both sets of $H_0$ measurements are accurate, what is the implication for the standard cosmological model ($\Lambda$CDM)?According to the text, what phenomenon established the relationship known as Hubble's Law?