We have a normal distribution, μ=20000,σ=100.\mu=20000, \sigma=100.μ=20000,σ=100.
Let's convert it to the standard normal distribution,
z=x−μσ=30000−20000100=100;P(X≤148)=P(Z≤100)=1.0000 (from z-table) .z=\cfrac{x-\mu}{\sigma}=\cfrac{30000-20000}{100}=100;\\ P(X\le148)=P(Z\le100)=1.0000\\ \text{ (from z-table) } .z=σx−μ=10030000−20000=100;P(X≤148)=P(Z≤100)=1.0000 (from z-table) .
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