I need help with the following questions presented on this page

Thanks!

Problem 1 You are trying to decide if a recent Geography test you gave was fair for the students. This particular test only covered the very basics of a new topic, so you don't expect it to be that difficult. Unfortunately, You had a sickness pass through your classroom last week, so you are working with data that still has Os In it from students that haven't taken the test. Your students' scores are as follows: 100 100 85 90 59 Find the average of your students' scores: Based on the average alone, does this test seem easy enough when you consider this to be an easy, Introductory test? Why? Find the median of the students' scores Based on the median alone, does this test seem easy enough for what you consider to be an easy, introductory test? What do we call data points that are much lower than the other data points? What "measure of center" is best for data that has these types of points, based on your two answers above? Due to the median's ability to represents the center of data without being affected by outliers, we say that the median is resistant. Problem 2 Your students have just received their scores on a standardized test, and you've sent those scores along with the students to share with their parents. One of their parents schedules a conference with you because they are worried that their child scored in the 55" percentile, and they say that "a 55 is failing really badly". How would you respond to this parent? Are his/her feeling founded