Mr. Martin was comparing two random samples of students test scores from his Algebra III 1st and 3rd block classes:

Test scores from 1st block: 92,84,85,77,60,92,68,88,76,89,94,56,72,45,66;
Mean: ≈ 76.3
Standard deviation: ≈ 14.3

Test scores from 3rd block: 72,77,84,79,66,74,88,72,73,64,82,85,74,74,97;
Mean: ≈ 77.4
Standard deviation: ≈ 8.34

What can Mr. Martin most accurately conclude between the overall class test scores of 1st and 3rd blocks?

Question

Mr. Martin was comparing two random samples of students test scores from his Algebra III 1st and 3rd block classes:

Test scores from 1st block: 92,84,85,77,60,92,68,88,76,89,94,56,72,45,66;
Mean: ≈ 76.3
Standard deviation: ≈ 14.3

Test scores from 3rd block: 72,77,84,79,66,74,88,72,73,64,82,85,74,74,97;
Mean: ≈ 77.4
Standard deviation: ≈ 8.34

What can Mr. Martin most accurately conclude between the overall class test scores of 1st and 3rd blocks?