For example, you need to find the range of an equation, x^2+7
First, you must get the definition right. The range of the equation defines as a set of numerical values that the function (X) would used as x-values changes all the time.
You would get a range like this: X^2>=0.
Next, subtract negative 7 to both side of inequality equation so
X^2-7>=-7. This inequality equation shows that this X^2-7 would take any values that is bigger or equal to -7. So, the range would be like this (-7 and +infinite values).
The domain of this equation would be a positive set of x-values so domain is x^2>=0, more or equal to zero.
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