Imagine that you know that 35% of the population of interest ends up voting for a certain candidate in an election. You take a random sample of fifty people from the population.

1) Please calculate the standard error (the standard deviation of the sampling distribution of the proportion). Round to the second decimal point and express your answer as a decimal, rather than as a percent. (e.g. '.12' instead of '12%')

2) What's the chance that you'd wind up with a sample proportion between 34% and 36%? (Round to the second decimal point and express your answer as a decimal, rather than as a percent. (e.g. '.12' instead of '12%'))