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Algebraic Concepts: GRE

Gre Algebra Concepts

Terms

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If x does not = 0, then x to the 0 power =
1
PEMDAS (order of operations)
Please Excuse My Dear Aunt Sally (Parenthesis, Exponents, Multiply, Dividie, Add, Subract)
Equations
Two expressions shown to be = (3x -3= 2y -2)
(x²)(x³) =
x²+³
Term
a combination of a term and variables(s) (3x³)
If both sides of an inequality are multiplied or divided by the same constant (#)...
the direction of the inequality is preserved if the constant is positive, but reversed if the constant in negative
x²/x³ =
x (²-³)
When the same constant (#) is added or subracted from both sides of an inequality...
the direction of the inequality is preserved
(x²)(y²) =
(xy)²
quadratic equation =
a² + bx +c = 0 (solve for x with x= -b +-√b² - 4ac/2a) or factor out and solve for both expressions
(x²)³ =
x²*³ or x 6th
Functions
the variable f(x)= identifies a function and defines x
FOIL
a way to multiply two expressions in Parenthesis. (First, Outer, Inner, Last)
a² - b² =
(a + b) (a - b)
x-² =
1/x²
Expression
One or more terms with coefficients and variables (3x² + 2y)
(x/y)² =
x²/y²
Coefficient
A number used in an algebraic term (3x where 3 is the C)

Deck Info

18

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