Login or Sign Up

Ask a New Question

In mr tarkanian history class each student chooses two of the topics listed in the chart above for their papers. how many different pairs can juliana choose?

a

d
c
c
c
c
d
a
d
c
a
a
a
i know these are the correct answers
i went back and searched them for you guys
I know I said 90 earlier
I was wrong/very sorry/correct answers here though

7 is D Jazzzzmin is right

90

Jirra is right except for questions 11, 12, 13, the answer is a to all three of them, I got it wrong bc I was went w his/her answers and I got a C on the test and its a passing grade but still not happy about it

What Chart? Cannot copy and paste here.

JAZZZZMIN IS 100% CORRECT FOR DA PRACTICE :)

To determine the number of different pairs Juliana can choose, we need to know the number of topics listed in the chart. Without the chart, we can't provide an exact answer. However, I can explain how to calculate it once you provide the number of topics in the chart.

Thanks !!!!! 99% correct number 7 is actually C

THANKS !!! soooooo much though life saver !

JAZZZZMIN is 100%

Thanks

I want warn everyone jizzyman is all wrong for connection academy, here is the right answer for the academy

1a
2d
3c
4c
5c
6c
7d
8a
9d
10c
11c
12c
13c

Similar Questions

Mr.Roy needs two students to help him with a science demonstration for his class of 18 girls and 12 boys. He randomly chooses

Top answer: prob = (18/30)(17/29) = 51/145 = appr .352 Read more.
Dr. Owino needs two students to help him with a science demonstration for his class of 18 girls and 12 boys. He randomly chooses

Top answer: Well, if Dr. Owino randomly chooses the students, then let's assume he has a pair of magic dice that Read more.
Mr. Miller teaches a class with 15 boys and 5 girls. If he randomly chooses a student from the class, what is the probability

Top answer: .25 Read more.
Mr miller teaches a class with 15 boys and 5 girls. if he randomly chooses a student from the class, what is the probability

Top answer: 5/20 = 1/4 = 0.25 Read more.
In a particular class, there are 3 freshmen, 5 sophomores, 11 juniors, and 2 seniors. If the instructor randomly chooses a

Top answer: 3/(3+5+11+2) = ? Read more.
For a class activity, each student randomly chooses a number from 1 to 10.Which model shows the probability of a student

Top answer: A good model showing the probability of a student choosing a multiple of 4 from the numbers 1 to 10 Read more.
For a class activity, each student randomly chooses a number from 1 to 10.Which model shows the probability of a student

Top answer: The correct model is 2/10. There are 10 total numbers that the students can choose from (1-10), and Read more.
For a class activity, each student randomly chooses a number from 1 to 10. Which model shows the probability of a student

Top answer: 2/10 Read more.
If a class choose these colorRED 2/16 Blue 5/16 Green 3/16 What fraction of the class chooses one of these three colors? Am I

Top answer: No. 2/16 + 5/16 + 3/16 = 10/16 = 5/8 Read more.
In a local school 34 students are enrolled in a math class, 85 are enrolled in an english class, 58 are enrolled in an art

Top answer: Apparently there's a total of 231 students. 34/231 = 0.14719 360 * 0.14719 = 52.9 = 53 degrees Read more.

Did you know?

Did you know that the number of different pairs Juliana can choose from the topics listed in Mr. Tarkanian's history class can be calculated using a combination formula? Given that Juliana needs to choose two topics out of the options provided in the chart, the total number of different pairs she can choose is determined by taking the combination of the total number of topics with respect to choosing two at a time. This calculation ensures that the order of the chosen topics does not matter. These combinations can vary depending on the number of topics listed in the chart above and can be determined using the formula: nCr = n! / r!(n - r)! Where: - n represents the total number of topics listed - r represents the number of topics Juliana needs to choose (in this case, 2) - ! denotes factorial, which means multiplying the number by all positive integers less than it down to 1. By applying this formula, the resulting value will determine the number of different pairs Juliana can select for her papers. Not only is it important for Juliana to consider her areas of interest, but knowing the mathematical possibilities behind her choice can also be fascinating!