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112 is an integer and not a fraction. However, it can be expressed in rational form as 112/1. You can then calculate equivalent rational fractions if you multiply both, its numerator and denominator, by any non-zero integer.
"Integer" means "whole number". From everything you've told us, all we know about 'A' is that it's a whole number.
Yes, we can get a rational number on the addition of two irrational numbers.e.g. Let us consider two irrational numbers: 3 + √2 and 4 - √2.Addition yields:(3 + √2)+ (4 - √2) = 3 + 4 = 7(a rational number).Another example is:Addition of √2 and -√2.√2+ (-√2) = 0(a rational number).Explanation of example 1:Irrational numbers in the form of of p + q are are the irrational numbers which are obtained on addition of two terms: one is rational(p) and another is irrational(q).And on taking the conjugate of p + q we get p - q, which is an another irrational number. And the addition of these two yields a rational number.
We know that one of these numbers is a whole number, but we don't know what kind of number the other is, so this statement doesn't tell us anything. We can make different assumptions about the first number, though, and make conclusions that way.Let X be the first number of unknown type, and Y be the whole number, "whole number" meaning the subset {0, 1, 2, 3, …} of the integers. Then:if Y is an integer (any element of the set {…, -2, -1, 0, 1, 2, …}, then the product of X and Y is an integer.if X is a negative integer, the product of X and Y is a negative integer or 0 (which would happen when Y is 0).if X is 0, the product of X and Y is 0.if X is a non-integer rational number, and this rational number can be expressed with a denominator equal to Y, then the product of X and Y is the numerator of X. For example, if X is 20/4 and Y is 4, the product of the two is 20.You can make other rules like this for other situations.
fraction, a ratio of two integers p/q where q is not equal to zero.