5 answers

A computer selects a number XX from 1 to 6 randomly and uniformly. Round all answers to 4

Question:

A computer selects a number XX from 1 to 6 randomly and uniformly. Round all answers to 4 decimal places where possible.


Answers

Determine the number of ways a computer can randomly generate one or more such integers from 1 through 12. An integer that is divisible by 4

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We are being asked in this problem to determine the number of ways that we can or a computer could randomly generate and even integer From the Intelers one through 12. So I've gone ahead and written out all the integers from 1 to 12. Right member integers would mean we're not dealing with fractions or decimals or anything like that. We're talking about just the whole numbers. So integers from 1 to 12 really are 123456789 10, 11, 12.

That's it. So if it's asking us how many ways we can get an even and teacher from that, we literally just need to count up the number of even numbers in this. So too is an even number four is an even number six is an even number eight isn't even number as is 10 as is 12. So that is 123456 different even numbers. So our answer is there are six ways it really is as simple as that..

All right. Number eight were asked to determine the number of ways. A random integer between one through 15 can be selected if it's greater than six. So we just start listing out the ones greater than six. That'll be 789 10, 11, 12, 13, 14 and 15.

You count up with those numbers we got 1234567899 is our..

Okay, This question asks us the number of ways we could pick an energy greater than six from the set. So the numbers greater than six would be in this category or eight year. So we could pick 789 10 11 or 12. And counting those up, that gives us six different imagers that we could pick to satisfy this..

So you're probably seeing a pattern developing here if you've looked at the problems for before this, but we are determined number of ways the computer can write only generate number or integers from one through 12. So here is your list of your integers from one through 12. Remember integers have to be whole numbers. That's removing the possibility of like a decimal or fraction or something like that. So it really is just 123456789 10, 11, 12.

Right. And this time it is limiting us saying that we need to get an integer that is divisible by four. Well, there's not a huge amount of integers here that are divisible by four. Obviously four is divisible by itself. Anything lower than four.

Can't divide by four. Um 5, 6 and seven do not divide by four evenly. However, eight does 9, 10 and 11 do not divide by four evenly. And then 12 does. So I only see three numbers here that are divisible by 12.

So if it's asking the number of ways that the computer can generate that, well, there's only three possible ways that the computer is able to generate, so three would be your answer for this..

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