Intermediate Algebra Placement Test Flashcards

1
Q

The order of operations with signed numbers.

A
Order of operations
Parentheses
Exponents
Multiplication
Division
Addition
Subtration
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2
Q

Arithmetic operations using signed numbers: add, subtract, multiply, divide, raise to powers.

A

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3
Q

Simplifying numbers raised to powers.

A

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4
Q

Working with ratios and proportions.

A

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5
Q

Working with the area of a rectangle, a circle, a triangle.

A

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6
Q

Reducing a fraction involving integers, variables, or a combination of both.

A

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7
Q

Simplifying expressions with variables by combining like terms.

A

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8
Q

Using the distributive law to simplify an algebraic expression.

A

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9
Q

Solving a linear equation.

A

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10
Q

Solving a quadratic equation.

A

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11
Q

Solving equations with a variable in either the numerator, denominator, or both.

A

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12
Q

Solving a system of linear equations.

A

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13
Q

Solving a linear inequality and graphing the solution.

A

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14
Q

Simplifying a rational expression using exponent laws.

A

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15
Q

Rewriting factors with non-negative exponents.

A

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16
Q

Factoring a quadratic expression.

17
Q

Using factoring of polynomials to reduce a rational algebraic expression.

18
Q

Using factoring when two algebraic fractions are multiplied or divided.

19
Q

Using a formula.

20
Q

Expanding a binomial squared.

21
Q

Multiplying two binomials and simplifying the result.

22
Q

Evaluating expressions with given values for variables.

23
Q

Rewriting a formula for a specific variable.

24
Q

Writing an equation from the information given in a word problem.

25
Q

Identifying the coordinates of a point.

26
Q

For a linear equation, determining either the x-intercept, the y-intercept, or both.

27
Q

Matching the graph of a line to its equation.

28
Q

Extracting a perfect root from a radical expression.

29
Q

Simplifying radical expressions using root and exponent properties.

30
Q

Working with complex fractions.

31
Q

Working with numbers that have exponents that are rational and real numbers.

32
Q

Working with function notation.

33
Q

Rationalizing either the denominator or the numerator of a fraction containing a root.

34
Q

Combining two rational algebraic expressions by determining a common denominator.