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What is the greatest integer less than 9.5?
An integer is a whole number, and the largest integer less than 9.5 would be 9.4
What is the largest prime integer less than 50?
43
What is the largest positive integer less than 5?
4
What is the largest positive integer less than 10?
9
Why is the smallest positive integer is larger than the largest negative integer?
The smallest positive integer is 1. The largest negative integer is -1. 1 > -1
What is an integer that is greater than or equal to one but less then two?
One is an integer, it is equal to one and less than two.
What is the greatest integer less than 9.5?
An integer is a whole number, and the largest integer less than 9.5 would be 9.4
What is the greatest integer less than -9.5?
An integer is a whole number, and the largest integer less than 9.5 would be 9.4
What is an integer that is greater than -5 but less than or equal to 9?
an integer that is greater than -5 but less than or equal to 9 is _______________. remember you need to answer it by yourself.
The sum of an integer and the next greater integer is at most 13?
2x + 1 is equal to or less than 13.
What is the largest prime integer less than 50?
43
What is the largest positive integer less than 5?
4
What is the largest positive integer less than 10?
9
What is the largest integer less than 10,000 that is divisible by 2023?
To find the largest integer less than 10,000 that is divisible by 2023, we can start by dividing 10,000 by 2023. We will find that the quotient is 4 and the remainder is 1976. Therefore, the largest integer less than 10,000 that is divisible by 2023 is 10,000−1976= 8024
What is the largest integer value of x given that -52x is less than or equal to 7?
-52x <= 7 (-52x)/(-52) >= 7/(-52) {divide both sides by -52, and reverse the inequality when dividing by a negative. x >= -7/52 There is no largest integer value for x. If the question was ... greater than or equal to ... then the solution would be x <= -7/52, and the largest integer value would be -1.
What is the difference between modular arithmetic and ordinary arthmetic?
given any positive integer n and any integer a , if we divide a by n, we get an integer quotient q and an integer remainder r that obey the following relationship where [x] is the largest integer less than or equal to x
Integer less than or equal to 9 but greater than 8?
9
