If the mean of the weights is 37 ounces and the standard deviation is 3 ounces then 34.13% of the percentage lies between 37 ounces and 40 ounces.
Given that the mean of the weights is 37 ounces and the standard deviation is 3 ounces.
We are required to find out the percentage of weights that lie between 37 and 40 ounces.
Because the distribution is bell shaped so it is a normal distribution and because we donot know the sample size so we will use z statistics.
Z=(X-μ)/σ
Z=(40-37)/3
Z=3/3
Z=1
p value of Z=1 is 0.3413 so the percentage will be 34.13%.
Hence if the mean of the weights is 37 ounces and the standard deviation is 3 ounces then 34.13% of the percentage lies between 37 ounces and 40 ounces.
Learn more about z score at brainly.com/question/25638875
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Question is incomplete. It should includes the following line.
Calculate the percentage of weights that lie between 37 ounces and 40 ounces.
Your slope of this graph is: 4/3x
95001 , 95002 ,... next pattern
Well the GCF is the number that can be used to simplify, or that fits in all of your numbers for example this are all small numbers so 2 should fit in all of them 2 fits in 4 two times 2 fits in 2 one time and 2 fits in 6 three times now lets check our variable, to find the GCF of the variable first chekc if they all have the same if they don't u can't get none of taht variebles out, but if they repeat in all like the a u will take out the smallest amount out, for example the a as one in the degree of 1 the other in to the 2 degree and the last one to teh 3 degree well the smallest degree will be 1 so u will only take 1 a out so now ur GCF looks like 2a... Lets check the other variables, b is used in all of them and the smallest degree is b2 so we will take out 2 b's out so now my GCF looks like 2ab2 now lets check our last variable the, the c has the smallest degree of 1 so we will only take 1 c out
this means our final GCF is "2ab2c"
Hoep this helps
Answer:
A) Neither
Step-by-step explanation:
If two lines have same slope then they are parallel lines
If slope of line1* slope of line 2 = -1
The the two lines are perpendicular
In this question slope of line = 2\7
Slope of line 2 = 7\2