Evaluate L-1{- 2 (s? + 49)(s - 5)
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![Problem 2
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Evaluate L -{-
(s? + 49)(s - 5)
(6]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fc68e6878-4a58-4fc0-993a-18ae4a298f98%2Fa1a27ddc-cd6c-4bbb-be78-97449d0b99a8%2Frz1slhb_processed.jpeg&w=3840&q=75)
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- Problem ( Bayes’ Theorem) Suppose that in a hydrogen atom, its electron can be found within 1.058⋅10-10m of its nucleus 75% of the time. You have a special instrument that returns a positive result when an electron is within 1.058⋅10-10m of the nucleus and a negative result otherwise. This instrument returns a positive result if the electron is within 1.058⋅10-10m of its nucleus 95.3% of the time. When the electron is farther than 1.058⋅10-10m from its nucleus, the instrument returns a negative result 97% of the time. 1. What is the probability that at a random time the hydrogen atom’s electron is within 1.058⋅10-10m of its nucleus if the instrument returns a positive result? 2. What is the probability that at a random time the hydrogen atom’s electron is not within 1.058⋅10-10m of its nucleus if the instrument returns a negative result?#5 it has to be in the format of the sheet on page 2. The answers are different from a different problem. Its a paired difference problem.Problem 3.(iii) please