This week was a blur. I remember finding determinates but that takes a long time to do, especially on a computer. 3x3 might not, but 4x4 just kick my ass. So, since everyone else review things they thought were difficult on Aleks, I'll review something I find difficult as well.
Finding Domain and Range:
Polynomials - Domain (-infinity, infinity)
Range: (-infinity, infinity) if odd
Square Roots - Domain:
1. Set inside equal to 0, solve for x
2. Set up a number line
3. Plug in the numbers, use the non-negative intervals
Range: [Vertical shift, infinity)
Fractions - Domain:
1. Set bottom equal to 0, solve for x
2. Set up intervals
Range:
1. Take limit as x -> infinity
2. Set up intervals
Absolute value - Domain: (-infinity, infinity)
Range: [shift, infinity) or (-infinity, shift)
Ex. x^3 + 2x - 3
x - 3 = 0
x = 0
Domain: (-infinity, 3) u (3, infinity)
Range: [1, infinity)
Done.
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