Please explain to me how to solve this problem in particular? What steps should I take?

1. Woody and Buzz are playing a game of throwing knives. The target is round and has a radius of 10 inches. o If a knife falls within two inches from the center, the player scores 50 points. 0 If a knife falls between 2-3 inches from the center, scores 30 points. o If a knife falls between 3-5 inches from the center, scores 20 points. o If a knife falls further than 5 inches from the center, scores 10 points. Assume that it is impossible that players throw their knives outside the target. Woody can place the dart uniformly on the target. (meaning: the probability of the knives falling in a given the region is proportional to its area]. a. What is the probability that Woody scores 50 on one throw? b. What is the probability that Woody scores 30 on one throw? c. Buzz is left-handed and more likely to throw in the left half of the target than in the right half. Across each half, the knife falls uniformly in the region. Answer the previous questions for Buzz's throw