The sampling distribution of the sample means for the random sample of 100 dogs will be 0.25.
<h3>How to compute the sample mean?</h3>
From the given information, the population distribution of the QDA scores for the fur of dogs is roughly uniform with mean 5.4 and standard deviation is 2.5.
In this case, the sampling distribution of the sample means will be:
= ✓SD/n
= ✓(2.5)²/100
= ✓0.0625
= 0.25
In conclusion, the correct option is 0.25.
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Answer:
The correct answer should be D. making a hasty generalization.
Explanation:
She said it herself - she may have to leave college after losing her financial aid, but that might not happen at all. She cannot use this emotional manipulation based on something that may or may not happen - Lilly is making a hasty generalization here without any solid proof.
Answer: He drank 15 cups all together :)
Answer:
D: Cellular respiration
Explanation:
Because we work in a sea of oxygen (air is 20.9% oxygen) it is difficult to measure the small changes in oxygen concentration that occured during respiration. The rate of Cellular Respiration can be measured in the dark by determining the amount of oxygen gas consumed in a period of time.
Hope this helps you out!
