How Many Possible Combinations for Powerball?

Answer

There are 195,249,054 possible combinations for Powerball. There are five numbers and one Powerball number that must me chosen to win the jackpot.
Reference:
Q&A Related to "How Many Possible Combinations for Powerball?"
There are 3,478,761 different Powerball
http://www.chacha.com/question/how-many-different-...
To win the jackpot there are 5,006,386 combinations for the five numbers x 35 powerball choices, so there are 175,223,510 combinations for picking the jackpot combination.
http://wiki.answers.com/Q/How_many_number_combinat...
146,107,962. Pick 5 out of 55 numbers, then 1 out of 42 possible power ball numbers: 55c5 = (55!/(50!5! = 3,478,761. 3,478,761 * 42 = 146,107,962. Source(s) http://www.palottery.state.pa.us
http://answers.yahoo.com/question/index?qid=200802...
1. Determine the amount of numbers you could end up with on each side of the domino and call this N. Since each square can have from zero to six dots, there are seven possible combinations
http://www.ehow.com/how_5992939_calculate-possible...
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Using the digits 0 to 9, with no number repeating itself, 151,200 possible combinations of six digits. However, if a true number is required, meaning 0 cannot ...
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