An investment scheme advertises the following percentage returns after $2$2 years based on historical probabilities.
Percentage return ($x$x) | $10%$10% | $15%$15% | $25%$25% |
---|---|---|---|
$P\left(X=x\right)$P(X=x) | $0.7$0.7 | $0.15$0.15 | $0.15$0.15 |
Calculated the expected percentage return on investment.
Give your answer as a percentage.
If someone invested $\$50000$$50000, how much could they expect their investment to be worth after $2$2 years?
A salesperson is starting work in a new region and analyses the probability of how many sales he is likely to make in the next month.
At a car park in the city, all day parking is charged on the following basis below.
Two dice are rolled and the absolute value of the differences between the numbers appearing uppermost are recorded.