Just go over what you did to get your answer, and if you find a mistake, correct it.
An arbitrary integer is basically the same as any integer. If a math problem says: "Let n be an arbitrary integer", it means that n can be any integer. A random integer in other words.
71 is, itself an integer but to find a difference you require 3 numbers.71 is, itself an integer but to find a difference you require 3 numbers.71 is, itself an integer but to find a difference you require 3 numbers.71 is, itself an integer but to find a difference you require 3 numbers.
find the sum of 2 and 2
It is 2.
Just go over what you did to get your answer, and if you find a mistake, correct it.
Integer programming is a special kind of an optimising problem where the solution must be an integer.
To find an integer you ask your teacher.
I can try...
Me
Integer programming is a subset of linear programming where the feasible region is reduced to only the integer values that lie within it.
The problem is to find the largest positive integer which goes evenly into the two given numbers.
An arbitrary integer is basically the same as any integer. If a math problem says: "Let n be an arbitrary integer", it means that n can be any integer. A random integer in other words.
Some sources say that the answer is no because a negative integer is less than zero and a positive integer is greater that zero. This answer is partially incorrect because if a negative integer is in an absolute value problem, it can potentially be greater that a positive integer. Example: |-11| > 7 because |-11|=11 because it is in an absolute value problem. Simplified, the problem is 11 > 7 So yes, in some cases a negative integer is greater that a positive integer.
I showed the teacher how I arrived at a positive integer as the answer to the math problem.
A molecular formula is identical to the empirical formula. The principle for this kind of problem is to find the highest integer that is an integral factor of all the subscripts then divide the subscripts by that integer. In this instance 3 is the highest integer. Therefore the empirical formula would be C3H5O.
15.600000000000001