Two students are in charge of finding how many​ T-shirts to order for the students that want one. Each student collects sample data. The conclusions are shown. Compare the​ students' conclusions. Whose inference do you agree​ with? Explain. If there are 549 students in the​ school, use the better conclusion to estimate the number of​ T-shirts the school should order. Student​ 1: Systematic ​sample; 30 50 said they would like a​ T-shirt, so order enough for 60​% of the school. Student​ 2: Simple random ​sample; 45 60 said they would like a​ T-shirt, so order enough for 75​% of the school. Whose inference do you agree​ with? Explain.