Answer:
A.6x
Step-by-step explanation:
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Answer:
null hypothesis = µ1=µ2=µ3; µ1= popuation mean of inulin µ2 = population mean of fructicoligosaccharide =µ3=population mean of lactulose
alternative hypothesis =µ1≠µ2 ≠µ3
t1= µ-45/s1 / N-1
at the significance level 0.01
t at ᵅ/2 =0.005 and degree of freedom= 35-1=34 is 2.25
t1 = µ-32/s1/N-1
2.25= µ-45/s1/34
= s1/34= µ-45/2.25
=s1 =(µ-45/2.25)*34
t2= µ-32/s2/34
2.25 =µ-32/s2/34
s2/34= µ-32/2.25
s2=µ-32/2.25*34
T= 45-32/s1/sqrt34+s2/sqrt34
t at 0.005 and no of grees of freedom 68 =2.37
2.37=45-32/
or s1/sqrt34+s2/sqrt34 = 13/2.37
s1+s2 = 13/2.37 *5.83
s1+s2= 31.98 or 32
(µ1-45/2.25)*34+µ2-32/2.25*34=32
or µ1+µ2 = 2525
µ1=2525-µ2
µ1 and µ2 are not equal
thus null hypothesis is rejected
conclusion all the three components are not in equal amount in hydrogen production
Explanation : in this experiment we have to prove whether the means of insulin,fructicoligosaccharide and lactulose are equal. so even if we prove that two of them are not equal null hypothesis will be rejected. we use student-t test because we have to compare the means of two population.
Answer: Z = 107 as the opposite angles are equal. Then to find x, z is on the same line as (10x+3) so,
107+10x+3=180°
10x+3= 180-107
10x+3= 73°
now,
10x= 73-3 = 70
x= 70/10
x= 7
Hence z= 107 and x=7
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Answer:
Step-by-step explanation:
First we can solve for x,
107 and 10x+3 is straight line which is 180 so make an equation:
10(7) + 3 = 73
{CHECK: 107 + 10(7) + 3 = 180}
Now, let's find the value of z
As we have the value of x it will be easy to find z by forming an equation:
{CHECK: 107 + 73 = 180}
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B has coordinates (2,-2)
C has coordinates (-2,-4)
D is the midpoint of AB.
E is the midpoint of AC.
prove that DE is parallel to BC.
Answer:
SSS (side, side, side)
hope it helps:))!!!
9514 1404 393
Answer:
The median, because the distribution of wind speeds is skewed.
Step-by-step explanation:
A few higher speeds will raise the mean. For a skewed distribution, the median may be a more appropriate measure of center.
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Additional comment
From an engineering point of view, one might have to consider speeds only within some range, as the wind turbines may be shut down for speeds too low or too high. Likely the power generated is not proportional to speed, so a weighted average (of the square of speed) would probably be more useful. Unfortunately, this question does not get into such subtleties.
The value of the derivative at is the slope of the tangent line at the point .
So the tangent line has equation