The mean general average grade of 15 students admitted in the College of Engineering is 91.5

Answers

Answer 1

To obtain the average grade of the 15 admitted students, we must add all the results and divide them by the number of students.

How to get an average?

An average is a mathematical term that refers to a number that has the power to represent a set of numbers or values. Different concepts of averaging are used in different contexts. The formula used to calculate an average is as follows:

The sum of the numbers divided by how many numbers are averaged.

How to get the average of 91.5?

To obtain the average of 91.5 we could say that the 15 students had 91.5 in their grade and therefore the group average would be 91.5. However, in a real situation, it is likely that some students have had better grades than others. Due to the above, it is pertinent to clarify that the average depends on which is the highest, lowest and the values ​​that are repeated the most.

In other words, the average does not have a fixed rule about the values ​​that are averaged, but depends on them directly.

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Question:

How to obtain the average grade of the 15 admitted students?

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Related Questions

Thirty-nine percent of consumer prefer to order their prescription remotely instead of going to the Pharmacy. They argue that going in in person prompt individual to purchase other items that they did not need, especially those chocolate candies by the register. If ordering prescription remotely follows a binomial distribution pattern. You randomly select 10 consumers. Find the probability that the number of customers who prefer to shop to order prescription remotely is:

Answers

The solutions to the problems concerning the order of the prescription remotely are:

The probability of exactly 4 is 0.25The probability of at most 2 is 0.18

How to solve for the probability

We have to solve this by making use of binomial probability

where p is the probability

x is the number of success

n is the trials

We have to find the probability of exactly 4

We have to solve this by making use of the binomial distribution formula

= [tex]nCxP^{x} (1-p)^{n-4}[/tex]

where n = 10

x = 4

p = 39

39/100 = 0.39

percentage = 0.39

When we put these values in the formula that we have here we would have

[tex]10C_{4} P^{4}(1-P)^{10-4}[/tex]

This would be written as

[tex]\frac{10!}{4!(10-4)! } *0.39^{4} *(1-0.39)^6[/tex]

Probability of exactly 4 = 210 * 0.39⁴ * (1 - 0.39)⁶

= 0.25

The probability of exactly 4 is 0.25

2. We have to solve for the probability of at most 2

= probability of exactly 1 + probability of exactly 2

= ₁₀C₁ * p¹ * (1 - p)¹⁰ ⁻¹ + ₁₀C₂ * P² * (1 - P)¹⁰⁻²

= 10 * 0.39¹ * 1 - 0.39⁹ + 45 * 0.39² * 1 - 0.39⁸

Probability of at most 2 = 10 * 0.39 * (1 - 0.39)⁹ + 45 * 0.39² * (1 - 0.39)⁸

= 0.18

The probability of at most 2 is 0.18

The probability that the number of customers that prefers remote order is exactly 4 is 0.25, while the probability that they are exactly 2 is 0.18

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complete question

Thirty-nine percent of consumer prefer to order their prescription remotely instead of going to the Pharmacy. They argue that going in in person prompt individual to purchase other items that they did not need, especially those chocolate candies by the register. If ordering prescription remotely follows a binomial distribution pattern. You randomly select 10 consumers. Find the probability that the number of customers who prefer to shop to order prescription remotely is:

Exactly 4 (Show all work – Formula and calculations)

At most 2 (Show all work – Formula and calculations)

Where are most heavier metals, such as iron and nickel, found in the Earth's layers and why?

Answers

Answer:

The Mantle

Explanation:

The Mantle: The mantle is the thickest layer of the Earth, making up about 82% of its volume. The mantle is composed primarily of heavy metals, such as iron, nickel, magnesium, and others. Scientists describe the state of the mantle as 'plastic.

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