Question 1 Our textbook gave us the Rule of Sum which gives us if we have a number of tasks that can be done a number of ways, then the total number of ways to a do an action can be found through Not yet addition. answered A more basic way to say this might be if there are n number of ways to do one action and m number of ways to do a different action that can't be done at the same time, then there are n + Points out of 3.00 m ways to choose one of the actions. P Flag question Using this knowledge solve the following problem. Suppose Professor Modisette wants to go to a coffee shop (task 1) and then from the coffee shop to the library (task 2). She has 2 driving routes, 1 bus route, and 3 walking routes to get to the coffee shop. She has 1 bus route, and 2 walking routes to go from the coffee shop to the library. How many different routes can she take from the start to the coffee shop? Answer: Question 2 Our textbook gave us the Rule of Sum which gives us if we have a number of tasks that can be done a number of ways, then the total number of ways to a do an action can be found through Not yet answered addition. Points out of A more basic way to say this might be if there are n number of ways to do one action and m number of ways to do a different action that can't be done at the same time, then there are n + 3.00 m ways to choose one of the actions. P Flag question Using this knowledge solve the following problem. Suppose Professor Modisette wants to go to a coffee shop (task 1) and then from the coffee shop to the library (task 2). She has 2 driving routes, 1 bus route, and 3 walking routes to get to the coffee shop. She has 1 bus route, and 2 walking routes to go from the coffee shop to the library. How many different routes can she take from the coffee shop to the library? Answer:Question 3 Our textbook also gave us the product rule. To put the rule in a more basic way, in there are n ways of doing an action and m ways of doing a different action after that, then there are n x m ways to do Not yet both of these actions answered Points out of Use this knowledge in the following problem. 3.00 Suppose Professor Modisette wants to go to a coffee shop (action 1) and then from the coffee shop to the library (action 2). She has 2 driving routes, 1 bus route, and 3 walking routes to get to P Flag question the coffee shop. She has 1 bus route, and 2 walking routes to go from the coffee shop to the library. How many different routes can she take from the start past the coffee shop to the library? Answer: Question 4 A is an arrangement of some elements in which order In other words a permutation is an ordered combination of elements. Not yet answered Points out of 1.00 P Flag question Question 5 Suppose we count a word as having 5 letters. How many "words" can be made from the 26 letters in the English alphabet? Not yet answered We know that this is permutation (order matters) since "pizza" and "jumbo" are different words. Note the formula for permutations is n! using 'n' different things taken 'r' at a time Points out of 4.00 P Flag