answer with explanation

Suppose a person buys 10 lottery tickets. Each ticket has a probability of 0.01 of being a winner. There are many prizes, so more than one ticket can win. Each ticket is independent. What is the probability that at least one ticket is a winner? Round your answer to 4 decimal places (for example, if you calculate 0.12345, enter 0.1235). Hint: Start by listing the number of tickets that could win if "at least one" ticket wins (e.g. could O tickets win? Could 1 ticket win? What about 2 tickets? etc.). Then notice that the opposite (i.e. complement) of winning is losing. What is the probability that exactly one ticket loses? What is the probability that all 10 tickets lose? Starting from there will make this problem much easier. This question looks very much like review question 6 part a)