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Use Wnicn IS li 2 given p> 0 3 Ipue 8 complement 8 8 8 statement t0 which is Ha? of the clalm represent claim Write complement and stale which %4 1 #f Ho 8 Ho: p...

Question

Use Wnicn IS li 2 given p> 0 3 Ipue 8 complement 8 8 8 statement t0 which is Ha? of the clalm represent claim Write complement and stale which %4 1 #f Ho 8 Ho: p < 0.69 and E which is Ha:

Use Wnicn IS li 2 given p> 0 3 Ipue 8 complement 8 8 8 statement t0 which is Ha? of the clalm represent claim Write complement and stale which %4 1 #f Ho 8 Ho: p < 0.69 and E which is Ha:



Answers

The statement represents a claim. Write its complement and state which is $H_{0}$ and which is $H_{a}$. $$p<0.45$$

So we have been given P is equal to 0.21 p is zero point to one. So what will be the compliment? It will be that he is not equal to point to one. Okay, so this is my null hypothesis. And this is my alternative hypothesis. This is my answer.

This is the claim that is given to me. So this will become the alternative hypothesis and its complement. What is the complement of this? It is going to be mu greater than equal toe already. This will be my done. This is my answer.

Well it claim in this statement is muse less than equal to 6 45 mu. It is going to be new is less than equal to 6 45. So this is my null hypothesis. My alternative will be the complement of this, which means mu is greater than 6 45. This is my alternate hypothesis. In general, this is generally true, so you can keep this in mind whenever we have unequal to sign in a claim it generally becomes not like offices. For example, if it is, there's not equal to what if it is greater than or equal to our equal toe in. Generally, the claim generally becomes null hypothesis, and its complement is the alternative.

This name I have Sigma Square or against the variance is greater than equal to 1.2. The variance is greater than equal to 1.2. This will become my null hypothesis. This is my null hypothesis. What will be the complement of this? It will be Sigma squared less than 1.2. This is the alternative hypothesis and the complement of this. This is my answer.


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