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1. To play a certain lottery, the player chooses 5 numbers from between 1 to 50 without replacement and chooses a money ball from between 1 to 36. Without replacement means once a number has been picked, it cannot be picked again. The order of the first 5 numbers doesnt matter. How many ticket combinations are there (give in terms of Cn() factors)? 2. A box contains 10 light bulbs. It is known that 2 of the bulbs are bad. If you reach into the box and draw 3 bulbs at random, what is the probability that at least 1 of the 3 bulbs will be bad?

Can I have the full solution asap please thanks!

math   Statistics-And-Probability   
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fxom b/w to 50 ro ug 4847mg 36 Thuus to tal ways lo applyinj bino mial 3- 3

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