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integers are counting numbers (1...2...3...etc.) and their opposites (-1...-2...-3...etc.) and 0. so no 16.2 is not an integer.

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Q: Is 16.2 an integer
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Related questions

What numbers are divisible by 162?

The infinitely many numbers of the form 162*k where k is any integer.


Which integer below would be the furthest to the left on a number line -162 -149 -154 -139?

in order from left to right it would be : -162, -154, -149, -139


What two numbers make 162?

Pairs of positive integer factors which multiply to make 162 are: 1 x 162 2 x 81 3 x 54 6 x 27 9 x 18 And their reverses.


Why is 250 not be perfect square?

152 = 225, and 162 = 256 So there can be no integer, k, such that k2 = 250 and that is what defines a perfect square.


What two division problems you get 80 as a dividend and two as a remainder in long division?

162/2, 242/3, and, in general, (80*n + 2)/n for any integer n > 1.162/2, 242/3, and, in general, (80*n + 2)/n for any integer n > 1.162/2, 242/3, and, in general, (80*n + 2)/n for any integer n > 1.162/2, 242/3, and, in general, (80*n + 2)/n for any integer n > 1.


What is 162 162 equal?

162 162 = 162 162


What is the square root of 242 rounded to the nearest integer?

To the nearest integer, √242 = 16. Here is how you can see that this is true: 152 = 225; 15.52 = 240.25; 162 = 256. Seeing that 242 falls between 240.25 and 256, we can see that √242 falls between 15.5 and 16. Therefore, to the nearest integer, it is 16.


What are two consecutive odd integers for 323?

There is no set of two consecutive odd integers for 323. The set has one odd and one even integer. The numbers are 161 and 162.


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The positive integer factors of 1458 are: 1, 2, 3, 6, 9, 18, 27, 54, 81, 162, 243, 486, 729, 1458


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Since 162 is a multiple of 27, it is automatically the LCM.


What is the greatest common divisor of 162 and 162000?

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They are members of the infinite set of numbers of the form 24705*k where k is an integer. Since the set is infinite, it is not possible to list them.