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The set of values of x for which y will be a real number according to Y=8/x-3 includes all real numbers except x = 3.
Real numbers in mathematics include the positive and negative integers and fractions (or rational numbers) and also the irrational numbers.
- In essence, the expression Y=8/x-3 only ceases to yield a real number value for y if the denominator becomes zero.
When the denominator becomes zero, the value of y becomes undefined and thus is not a real number.
Therefore, if we set;
- x - 3 = 0
- x = 3.
Consequently, the set of values of x for which y will be a real number according to Y=8/x-3 includes all real numbers except x = 3.
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