Important Algebraic Symbols Flashcards

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Questions and Answers

What does the symbol '>' represent?

  • Is equal to
  • Is at least (correct)
  • Is less than
  • Is at most

What does the symbol '_' represent?

  • Is at least
  • Is equal to
  • Is at most (correct)
  • Is less than

What does the symbol '<' represent?

  • Is equal to
  • Is at most
  • Is less than (correct)
  • Is at least

What does the symbol '=' represent?

<p>Is equal to (B)</p> Signup and view all the answers

What operation does '( + )' indicate?

<p>Sum of (A)</p> Signup and view all the answers

What operation does '( - )' indicate?

<p>Difference of (A)</p> Signup and view all the answers

What operation does '( - )' indicate?

<p>Product of (C)</p> Signup and view all the answers

What operation does '( numerator / denominator )' indicate?

<p>Quotient of (A)</p> Signup and view all the answers

What is a variable for a number?

<p>x</p> Signup and view all the answers

What does 'x2' represent?

<p>a number squared</p> Signup and view all the answers

What does 'x3' represent?

<p>a number cubed</p> Signup and view all the answers

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Study Notes

Important Algebraic Symbols and Their Meanings

  • "is at least" is represented by the symbol >. Indicates a minimum value inclusive of the number itself.

  • "is at most" symbolizes .. Indicates a maximum value inclusive of the number itself.

  • "is less than" uses the symbol <. Denotes that a value is strictly lower than another.

  • "is / equal to" is represented by the symbol =. Indicates that two values are the same.

  • "sum of" is denoted by the expression ( + ). Requires parentheses to indicate that the quantities should be added together.

  • "difference of" uses the expression ( - ). Requires parentheses indicating subtraction between two quantities.

  • "product of" is denoted incorrectly as ( - ). Should represent multiplication, correctly noted as ( * ). Requires parentheses.

  • "quotient of" is represented by ( numerator / denominator ). Indicates a fraction, and parentheses are necessary to express this operation clearly.

  • "a number" can be denoted by x, where x can represent any variable.

  • "a number squared" is expressed as x². Represents a number multiplied by itself.

  • "a number cubed" is expressed as x³. Represents a number multiplied by itself twice.

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