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Let \(\Omega\) be the sample space and \(A \subseteq \Omega\) be an event. Given below are two statements: \(({S}_{1}):\…

Q1

Let \(\Omega\) be the sample space and \(A \subseteq \Omega\) be an event. Given below are two statements:
\(({S}_{1}):\) If \(P(A)=0\), then \(A=\phi\)
\(({S}_{2}):\) If \(P(A)=1\), then \(A=\Omega\)
Then

a

Only \(({S}_{1})\) is true

b

Only \(({S}_{2})\) is true

c

Both \(({S}_{1})\) and \(({S}_{2})\) are true

d

Both \(({S}_{1})\) and \(({S}_{2})\) are false

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