Based on the calculations, the statement which has the strongest association is that females prefer drama movies (0.571).
<h3>How to determine the strongest association?</h3>
In order to determine which statement has the strongest association, we would have to calculate the probability for each statement and then select the statement with the highest value of probability.
For females that prefer drama movies, we have:
P = (No. of females who prefer drama)/(No. of females)
P = 72/126
P = 0.571.
For males that prefer comedy movies, we have:
P = (No. of males who prefer comedy)/(No. of males)
P = 45/125
P = 0.36.
For males that prefer thriller movies, we have:
P = (No. of males who prefer thriller)/(No. of males )
P = 65/125
P = 0.52.
For females that prefer comedy movies, we have:
P = (No. of females who prefer comedy)/(No. of females)
P = 36/126
P = 0.286.
Based on the calculations, we can logically deduce that the statement with the strongest association is that females prefer drama movies (0.571).
Read more on strongest association here: brainly.com/question/21746903
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The answer should be D. I believe so
Answer:
$225 + $75x ≤ $1500
x ≤ 17
Step-by-step explanation:
The Smith family has $1500 spending limit and no more.
The initial fee is $225 in labor so we must deduct that from the current total of money left to spend.
$1500 - $225 = $1275
Then we can simply divide the amount leftover with the hours the contractor works.
$1275 ÷ $75 = 17
The inequality is $225 + $75x (x being the amount of hours the contractor works) ≤ (equal to or less than simple identifying that $1500 can be spent but no more than that.) $1500
Answer:1/y^20
Step-by-step explanation:
Answer:
Step-by-step explanation: