Find the mean variance and standard deviation of the following probability
Z. 2. 6. 8. 10. 12
P(z). 0.35. 0.24. 0.20. 0.15. 0.06
μ=2∗0.35+6∗0.24+8∗0.20+10∗0.15+12∗0.06=5.96.\mu=2*0.35+6*0.24+8*0.20+10*0.15+12*0.06=5.96.μ=2∗0.35+6∗0.24+8∗0.20+10∗0.15+12∗0.06=5.96.
σ2=22∗0.35+62∗0.24+82∗0.20+102∗0.15+122∗0.06−5.962=10.9584.\sigma^2=2^2*0.35+6^2*0.24+8^2*0.20+10^2*0.15+12^2*0.06-5.96^2=10.9584.σ2=22∗0.35+62∗0.24+82∗0.20+102∗0.15+122∗0.06−5.962=10.9584.
σ=10.9584=3.3103.\sigma=\sqrt{10.9584}=3.3103.σ=10.9584=3.3103.
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