Can someone please do this in MATLAB?

Lab Assignment 4-It's a Bullseye CSCI 251 Problem Statement For lab assignment 4, you will create a very simplified game of darts. Your target will have just two regions, blue and white, as shown below, where darts hitting the blue region are worth a point and darts hitting the white region are worth 3 points. The blue region is inches entered by the user, some value greater than 3 (10 in this example). the white region is just 3 inches in diameter. We will assume that you have a good enough shot that you will hit the target every time. Continue throwing darts until you reach a score of at least 25, outputting how many darts you had to throw to get your score. Hint: If you think of the dartboard as concentric circles in the center of a coordinate system as shown below, you can randomly generate x and y values to determine the location of the dart within the region(the (x, y) point). Be sure your random values for both xand y are for the larger circle (NOTE: the 10-inch diameter outer circle is just an example. You must enter this value): 5 points 2 5-4 -3-2 -1 -1 The Pythagorean Theorem gives the distance from any point (x, y) to the center (0, 0) as follows: Lab Assignment 4-It's a Bullseye CSCI 251 Problem Statement For lab assignment 4, you will create a very simplified game of darts. Your target will have just two regions, blue and white, as shown below, where darts hitting the blue region are worth a point and darts hitting the white region are worth 3 points. The blue region is inches entered by the user, some value greater than 3 (10 in this example). the white region is just 3 inches in diameter. We will assume that you have a good enough shot that you will hit the target every time. Continue throwing darts until you reach a score of at least 25, outputting how many darts you had to throw to get your score. Hint: If you think of the dartboard as concentric circles in the center of a coordinate system as shown below, you can randomly generate x and y values to determine the location of the dart within the region(the (x, y) point). Be sure your random values for both xand y are for the larger circle (NOTE: the 10-inch diameter outer circle is just an example. You must enter this value): 5 points 2 5-4 -3-2 -1 -1 The Pythagorean Theorem gives the distance from any point (x, y) to the center (0, 0) as follows