Question

Which of the following integers is such that the sum of its distinct positive factors, not...

Which of the following integers is such that the sum of its distinct positive factors, not including itself, is greater than itself?

6
8
9
10
12
Math   Algebra   
0 0
Add a commentTranscribed image text
Next >

Homework Answers

Answer #1

Your Answer is 12.....

0 0
Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Log In

Sign Up

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
JAVA Problem 1: Summing It Up Write a program, which takes two distinct integers separated by...
JAVA Problem 1: Summing It Up Write a program, which takes two distinct integers separated by space as input and prints the sum of all the integers between them, including the two given numbers. Note that the numbers can appear in either order. You may assume that both numbers are between –10, 000 and 10, 000. For example, if the input is as follows: 10 4 the output should be 49, since 10+9+8+7+6+5+4=49. Similarly, if the input is -3 10...
Intro to JAVA Problem 1: Summing It Up Write a program, which takes two distinct integers...
Intro to JAVA Problem 1: Summing It Up Write a program, which takes two distinct integers separated by space as input and prints the sum of all the integers between them, including the two given numbers. Note that the numbers can appear in either order. You may assume that both numbers are between –10, 000 and 10, 000. For example, if the input is as follows: 10 4 the output should be 49, since 10+9+8+7+6+5+4=49. Similarly, if the input is...
A positive integer is called a novenary if all of its prime factors are less than...
A positive integer is called a novenary if all of its prime factors are less than or equal to 9. Find two sets A and B of distinct novenary numbers so that if you sum the square roots of the numbers in A and subtract the sum of the square roots of the number in B the answer is close to zero.
Write a recursive method “int sumPos(int a[], int n)” to calculate the sum of positive integers...
Write a recursive method “int sumPos(int a[], int n)” to calculate the sum of positive integers in an array of n integers, a[]. No global variables are allowed. No other method is allowed to be called by sumPos() except itself. (Hint: The integers in an array a[] of n integers are stored in a[0], a[1], ... a[n-1].)
Prove that from any set A which contains 138 distinct integers, there exists a subset B...
Prove that from any set A which contains 138 distinct integers, there exists a subset B which contains at least 3 distinct integers and the sum of the elements in B is divisible by 46. Show all your steps
Can 1000 be expressed as the sum of two positive integers, one of which is divisble...
Can 1000 be expressed as the sum of two positive integers, one of which is divisble by 11 and the other by 17? If yes, then in how many ways?
Find two distinct integers x which simultaneously satisfy all three of the following, or explain why...
Find two distinct integers x which simultaneously satisfy all three of the following, or explain why it is impossible to do so: x≡9 mod10 x+4≡3 mod13 2x+3≡0 mod7
Five consecutive positive integers , p, q, r,s,t, each less than 10,000, produce a sum which...
Five consecutive positive integers , p, q, r,s,t, each less than 10,000, produce a sum which is a perfect square, while the sum q+ r + s is a perfect cube. What is the value of the square root of p+q+r+s+t ?
A pair of dice are rolled​ 1,000 times with the following frequencies of​ outcomes: Sum 2...
A pair of dice are rolled​ 1,000 times with the following frequencies of​ outcomes: Sum 2 3 4 5 6 7 8 9 10 11 12 Frequency 10 30 50 70 110 150 170 140 120 80 70 Use these frequencies to calculate the approximate empirical probabilities and odds for the events a. The sum is less than 5 or greater than 9. b. The sum is even or exactly divisible by 5.
Which of the following relations is not a partial ordering on the set of positive integers?...
Which of the following relations is not a partial ordering on the set of positive integers? R1 = { (a,b) | a >= b } R2 = { (a,b) | a <= b } R3 = { (a,b) | a is a multiple of b } R4 = { (a,b) | a ≡ b (mod 8) }
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT