Consider a stationary clock in the vicinity of a large mass, in a space-time described by the Schwarzschild metric: ds²

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Consider A Stationary Clock In The Vicinity Of A Large Mass In A Space Time Described By The Schwarzschild Metric Ds 1 (20.43 KiB) Viewed 29 times

Consider a stationary clock in the vicinity of a large mass, in a space-time described by the Schwarzschild metric: ds² = (1 - rs/r) c²dt ² - (1 - rs/r)-¹ dr² - r² do ² - r² sen²0 do ². Mark the statement that best represents a relationship between the proper time measured by the stationary clock and the coordinates of this metric. Choose an option: a) c²dT² = (1 - rç/r) c² dt² b) c²dT² = (1-rs/r) c²dt ² - (1 - rs/r)-¹ dr² c) c²dT² = (1-rs/r) c²dt ² - r² do ² 2 d) c²dT² = (1-rs/r) c²dt ² - r² sen²0 do ² 2 e) c²dr² = (1-rs/r) c²dt ² - r² do ² - r² sen²0 do ² f) c²dT² = (1-rs/r) c²dt ² - (1 - rs/r)-1 dr² - r² do ²-r² sen²0 do ² 2