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  2. 12th grade
  3. Algebra I
  4. Exercise : Solve a greatest integer function inequality with operations

Solve a greatest integer function inequality with operations Algebra I

Solve the following inequality using operations.

\lfloor x-\dfrac{2}{7} \rfloor ≤ 3

\lfloor x-\dfrac{1}{4} \rfloor ≤ 2

\lfloor x-\dfrac{3}{10} \rfloor ≤ 4

\lfloor 2x-\dfrac{1}{10} \rfloor ≤ 3

\lfloor 2x-1 \rfloor \geq 5

\lfloor 3x-\dfrac{1}{2} \rfloor \geq 4

\lfloor 5x-\dfrac{1}{6} \rfloor \leq 10

See also
  • Course : Equations and inequalities with absolute value and greatest integer functions
  • Exercise : Solve an absolute value equation with graphs
  • Exercise : Solve an absolute value equation with operations
  • Exercise : Solve an absolute value inequality with graphs
  • Exercise : Solve an absolute value inequality with operations
  • Exercise : Solve a greatest integer function equation with operations
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