A binomial random variable is one based on a given number of specified
outcomes from a given number of trials.
- The choice that is a binomial random variable is Choice B; <u>Amelia rolls 5 fair dice. Let </u><u><em>D</em></u><u> equals the number of dice that show a value greater than 3</u>.
Reasons:
A binomial random variable is the variable that represents the number of
times a specified event occurs in a given number of trials.
From the above definition of the binomial random variable, we have;
The binomial random variable is the option;
<u>Choice B Amelia rolls 5 fair dice. Let </u><u><em>D</em></u><u> equals the number of dice that show </u>
<u>a value greater than 3</u>, because, of the following;
- The number of trials are specified as 5
- The variable which is the event that is being observed, is specified as the number of times when the dice show values greater than 3.
<em>Choice A is a geometric random variable</em>
<em>Choice C is a random variable</em>
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Ok for my school we have 6 weeks in stead of 9 so if the class the F is in especially if it's ap the teacher would have to change your schedule to the regular class and probably mandatory after school tutoring
Answer:
C. The graph is always positive.
Explanation:
To solve this, it is basically a process of elimination. A is true since the -9 indicates the function was translated down 9 units, making the vertex lie on the y-axis. B is also true because if you look at the equation from 0 to infinity, the y-values increase. D is also correct because when you solve for the zeros, they do end up being 3 and -3, making the only claim that is not true C, the graph is always positive.
Thee answer to this question is D: increased the technical demands on musicians.
