Yes! this is actually really good
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>
Learn more here:
brainly.com/question/15567593
Answer:
well the Ecosystems contain biotic or living, parts, as well as abiotic factors, or nonliving parts. Biotic factors include plants, animals, and other organisms. Abiotic factors include rocks, temperature, and humidity.
Explanation: i tired my best i hope this answer your question. if this is wrong i am very sorry
You can start with:
"Dear Representative Name Here:
As a student, I am interested in how you are involved within the government. I wish to inquire about the committees that you currently served in, whether it is state or local. It will be very useful for me to study someone with a local perspective.
I also wish to find out about what types of bills you have submitted. These bills may pertinent towards my own studies, especially if they involve any of the local issues.
I would furthermore request that you enclose in your reply a copy of a speech that you have made in Congress. It is good to learn from your stances directly.
Thank you for your consideration.
Sincerely,
Your Name"
There's not enough rhetoric but this is a start.
It's a bar graph. The scientific question would be how different male and female temperatures are from each other. The significance is debatable. Not very significant. That's all I can do.. sorry