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Karo-lina-s [1.5K]
3 years ago
14

How exactly do i name the 4 ways?

Mathematics
1 answer:
Vladimir79 [104]3 years ago
5 0
Well, basically there are

acute angle, right angle, obtuse angle ..

and also we use concurrent angles, corresponding angles, alternate angles, vertically opposite angles,..

..hope it helped a bit
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A very large data set (N &gt; 10,000) has a mean value of 2.06 units and a standard deviation of 55.85 units. Determine the rang
butalik [34]

Answer:

 So in range "-35.6108 to 39.73"; 50% data set can be found

ux = 37.6704 unites

Step-by-step explanation:

Step One: State the given parameters

From the question we are given that

mean Ц =2.06 unites

Standard deviation б is  = 55.85 unites  

Probability density  → Normal

Let assume that it is symmetrically distributed about the mean

Step Two: Determine the range of the values

Our goal is to determine the range of values in which 50% of the data set should be found . Assuming that the range is from x_{1} to x_{2} and between these these we found 50% data set Hence from 0 up to x_{1} we found 25% and up to x_{2}  we found 75% of the data set therefore z value corresponding to x_{1} is - 0.6745 and the the z value corresponding to x_{2} is +0.6745 (Refer to the z-table for normal distribution) as shown o the diagram on the first uploaded image

The formula for  z is

                    z = \frac{x-mean}{standard deviation}

for x_{1} ,z = - 0.6745 ,substituting into the formula

               -0.6745 = \frac{x_{1}-2.06}{55.85}

 => -37.67 =  x_{1} -2.06

=> x_{1} =  -35.6108 unites  

for x_{2}  , z = 0.6745 , substituting into the formula

            0.6745 = \frac{x_{2}-2.06}{55.85}

=> 37.67 =  x_{2}  -2.06

=>  x_{2}  = 39.73 units

 So in range "-35.6108 to 39.73"; 50% data set can be found

ux = (39.73  -   (-35.73) )/2

   = 37.6704 unites

4 0
3 years ago
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