I have 2 questions that I have no idea how to figure out because I didnt pay attention in class.
1. A student's standard mark on a class test is z= -2.1.
On the basis of this score, and assuming the test marks follow a normal distribution, it can be concluded that his test mark
was:
A: in the bottom 2.5% of marks in the class.
B: in the bottom 5% of marks in the class.
C: in the bottom 16% of marks in the class.
D: in the top 5% of marks in the class.
E: in the top 2.5% of marks in the class.
2. A student's standardised mark on a class test was z= -1.7. The mean mark for the class is 55 and the standard deviation is
2.85.
Their mark on the test was closest to:
A: 49
B: 50
C: 53
D: 58
E: 60
If anyone is able to give me the answers for these 2 questions and provide some form of working out or how to work it out on the ClassPad calculator, please help me out!