# Shared Flashcard Set

## Details

Graphing Functions
x^2, x^3, sqrt(x), abs(x), 1/x
22
Mathematics
03/14/2013

Term
 [image]
Definition
 x2
Term
 [image]
Definition
 x3
Term
 [image]
Definition
 √(x)
Term
 [image]
Definition
 |x|
Term
 1 [image]
Definition
 1    x
Term
 x2 Domiain: ? Range: ?
Definition
 x2 Domiain: (-∞,+∞) Range: [0, -∞)
Term
 x2 Symmetry: ? Even/ Odd/ Neither: ?
Definition
 x2 Symmetry: y - axis Even/ Odd/ Neither: Even
Term
 x3 Domiain: ? Range: ?
Definition
 x3 Domiain: (-∞,+∞) Range: (-∞, +∞)
Term
 x3 Symmetry: ? Even/ Odd/ Neither: ?
Definition
 x3 Symmetry: Origin Even/ Odd/ Neither: Odd
Term
 √(x)  Domiain: [0,+∞) Range: [0, +∞)
Definition
 √(x)  Domiain: [0,+∞) Range: [0, +∞)
Term
 √(x)  Symmetry: ? Even/ Odd/ Neither: ?
Definition
 √(x)  Symmetry: neither Even/ Odd/ Neither: neither
Term
 |x|  Domiain: ? Range: ?
Definition
 |x| Domiain: [-∞,+∞) Range: [0, +∞)
Term
 |x| Symmetry: ? Even/ Odd/ Neither: ?
Definition
 |x| Symmetry: Y -Axis Even/ Odd/ Neither: Even
Term
 1    x Domiain: ? Range: ?
Definition
 1    x Domiain: (-∞,0)U(0, +∞) Range: (-∞,0)U(0, +∞)
Term
 1    x Symmetry: ? Even/ Odd/ Neither: ?
Definition
 1    x Symmetry: Origin Even/ Odd/ Neither: Odd
Term
 x2 + c Domain: ? Range: ?
Definition
 up by c Domain: all real numbers Range: [c , +∞)
Term
 |x|- c Domain: ? Range: ?
Definition
 down by c Domain: all real numbers Range: [c , +∞)
Term
 √(x+c) Domain: ? Range: ?
Definition
 left by c Domain: [c , +∞) Range: [0, +∞)
Term
 __1__ (x - c) Domain: ? Range: ?
Definition
 to the right c Domain: (-∞, c) U (c, +∞) Range: (-∞, 0) U (0, +∞)
Term
 Difference of Cubes
Definition
 a3 - b3 = (a - b) (a2 + ab + b2)
Term
 Sum of Cubes
Definition
 a3 + b3 = (a + b) (a2 - ab + b2)
Term
 Difference of Squares
Definition
 (a2 - b2) = (a - b) (a + b)
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