Answer:
Step-by-step explanation:
Given that
Right side has values as
53, 53+77, 53+2(77),+....
We have to find one which is a perfect square.
We have from this series 361 is 19 square
Thus
Next is
and so on.
Answer:
ill take it loll thx u too homie
SinX = √119/11
cosX = 5/12
Answer:
I Have A Dream
The reason I had picked this speech is because it is the most known and most inspirational speech he had ever made. This speech inspired people all around the world to be aware of the problems we have in society and to start making a change because if you don't make a change who will? That speech brought attention to what was and still is a problem in America and he showed that he wants to see a change so does everyone else. After Martin Luther King had presented that speech to all those people congress started to move faster to pass the Civil Rights Act.
A good way to think about how inspirational that speech he had made was is to think about how many things would be different today if he had not made that speech. If you think about it we have a whole entire holiday dedicated to Martin Luter King and that speech was probably one of those things that he had done to earn such a holiday. In conclusion, Martin Luther King's speech brought so much attention that inspired so many people, especially African Americans, that so much attention was brought to those problems stated that the congress couldn't go any longer with the injustices going on and were forced to make a change.
Answer:
I would say yes, reset the machine, because the sample mean of 124.9 ounces is out of the 95% confidence interval
Step-by-step explanation:
It depends on your alpha level of test.
Would you be fine if the 124.9 ounces is in a 95% confidence interval?
we know u = 125 ounces, σ = 0.30 ounces
sample mean E = 124.9 ounces n = 40
Our test statistic is Z = [(E - u) / σ ]* which follows a Standard Normal
so...
Check if P ( -1.96 < Z < 1.96) = 95% so
Z = [(E - u) / σ ]* = [ (124.9 - 125)/ 0.3 ] *
Z = (-0.1/0.3)* 6.3245 = -2.1 ... this is out of the 95% confidence interval
I would say yes, reset the machine, because the sample mean is out of the 95% confidence interval