Fine the mean, median, and mode/s of the data. 2, 8, 10, 12, 56, 9, 5, 2, 4.
Anna35 [415]
Mean: 12, Median: 5, Mode: 54
Answer:
They Primarily Create Demand
Explanation:
The more of a product that is bought, the more the buyers will demand it. They control what does and doesn't sell, because they are the ones buying it. For example, during fall it is hard to get pumpkin filling because so many customers buy it, causing even more consumers to need at and therefore businesses will make more.
SAT tests are created to confuse you, but don't worry! Here's my answer: Identifying an alternate route before you need one. Every Uber or Taxi driver is forced to do so before taking a road. Hope this helps!
The 45th percentile of the data given above (P₄₅) is 16.225.
<h3>What is percentile in statistics?</h3>
Percentile refers to the mathematical or statistical term that is used to indicate the position of a data in relation to others from the sample given.
<h3>How did we arrive at the above figure?</h3>
Step 1 - First all data must be arranged in ascending order:
See the attached table for this.
Step 2 - We compute the position or rank of the 45th percentile.
The formula for percentile position is given as:
((n +1 ) *P)/100
= ((25+1) * 45)/100
= 11.70
Step 3 - Deploy the interpolation method because the position above is not an integer.
The numbers in positions 11 and 12 are where you'll find the 45 percent percentile. Based on the data arranged in ascending order, the values are 15 and 16.75.
The percentile we're seeking for is situated at the value of 11.7 - 11 = 0.7, which is the percentage of the space between 15 and 16.75.
Therefore,
(P₄₅) = 15 + 0.7 x (16.75 - 15)
(P₄₅) =16.225.
Learn more about percentiles at:
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In the ruling by the supreme court in regents of the university of california v bakke ( 1978 ) : ( A ) affirmative action programs do not violate the constitution
<h3>Regents of the university of california v. bakke (1978)</h3>
In the ruling the supreme court ruled that the use of affirmative action programmes which allows the admission of minority applicants in the universities is a constitutional process in certain circumstances, while the use of racial quotas for the admission into universities was ruled as unconstitutional.
Hence we can conclude In the ruling by the supreme court in regents of the university of california v bakke ( 1978 ) : ( A ) affirmative action programs do not violate the constitution
Learn more Regents of the university of california v. bakke (1978) :brainly.com/question/412541
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