According to the given graph, the variables does not show a proportional relationship because they points do not form an straight line. Remember that the proportional relationship is represents by a straight line whcih passes through the origin.
<h2>Therefore, the hours and the height of snow do not show a proportional relationship.</h2>
In the given histogram, the shape of the histogram shows that the shape of the distribution exhibits symmetry (i.e. the shorter bars are to the left and to the right while the longer bars are in the middle).
Adding the sales of cars priced under $5,000 and cars priced $45,000 to $50,000 with projected sales of 200 cars for each category will result in adding bars of the same size as the shortest bar to both ends of the histogram. This will not affect the initial shape of the distribution in the histogram as the distribution will still exhibit symmetry.
Therefore, the correct answer to the question is "the distribution will exhibit symmetry<span>" (option a).</span>
No it’s not linear. To be linear it has to form a straight line.
I think the answer is 1/23
Please tell me if I'm wrong.
Exactly half of these integers are odd (1, 3, 5, ..., 29) so the probability of selecting an odd number is
.
