Task

Consider an election where one million (1,000,000) people will vote.

• 490,000 people will vote for Mr. Arthur

• 510,000 people will vote for Mr. Ben.

One day before the election, a private company, Octavius, conducts a poll among 1000 randomly chosen voters.

Problem statement 1

Compute whether Octavius will predict the winner correctly using the approach explained above and print the answer. Voters of Arthur are identified by $0$ and those of Ben are identified by $1$.

Use the choice function to extract random values from the voter sample.

Set the value of seed to 2.