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Algebra
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determine the domain and range of the function f(x)=3/x-2+1. do not know how to explain
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is it (3/x)-2+1 or 3/(x-2+1)
is this \[ f(x)= \frac{3}{x-2} + 1 \] ?
Yes Phi
For the domain ("legal" x values) start by assuming the domain is all real numbers from -infinity to plus infinity then toss out any x values that cause a divide by 0 what number would cause you to divide by 0 ?
1
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are you saying when x is 1 that the bottom of 3/(x-2) is 0 ?
you do not want 3/0 (your calculator will complain if you try that) that means if you have 3/(x-2) you do not want x-2 = 0 but one x number will make x-2 be 0. that is the number that you do not allow
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