In a paired samples design, famous cowboys were paired with their famous Indian antagonists and an honesty index was derived for each. The cowboy mean was 46 and the Indian mean was 75. A t test produced a value of 2.15. Given an $\alpha$ level of .05, which conclusion below is correct? (High scores mean more honesty.)
A) If df = 10, Cowboys are more honest than Indians.
B) If df = 10, Indians are more honest than Cowboys.
C) If df = 26, Cowboys and Indians are not significantly different.
D) None of the other alternatives are correct.

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The Answer of In a paired samples design, famous cowboys were paired with their famous Indian antagonists and an honesty index was derived for each. The cowboy mean was 46 and the Indian mean was 75. A t test produced a value of 2.15. Given an $\alpha$ level of .05, which conclusion below is correct? (High scores mean more honesty.)
A) If df = 10, Cowboys are more honest than Indians.
B) If df = 10, Indians are more honest than Cowboys.
C) If df = 26, Cowboys and Indians are not significantly different.
D) None of the other alternatives are correct.

In a Paired Samples Design, Famous Cowboys Were Paired with Their