You are offered a 30 day trial period at your dream job. However, the owner of the

company is a little unusual so the pay options

are non-traditional. They offer you four

different pay options for the 30 days. They

are:

Option 1: $60, 000 a day

Option 2: You make one penny the first day, two pennies

the second day, four the third, eight pennies the fourth,

etc.

Option 3: On your third day of work, you get $9. On your

fourth day of work, you get $16. It continues this way for

30 days.

Option 4: Your payment would be described by the

function P(x) = 95, 000x + 200, 000 where x representing

days you work and P representing dollars you earn.

Which would you choose?

You decide to work until you make

$1, 500, 000 in the shortest amount of time.

Which option would you choose?