The Tribune charges $25 for up to 4 lines. Each additional line costs $5. The algebraic representation requires two rules and is expressed as the following:
How much does a 5 line advertisment cost?
The Tribune charges $25 for up to 4 lines. Each additional line costs $5. The algebraic representation requires two rules and is expressed as the following:
How much does a 4 line advertisment cost?
A different Tribune charges $9 for up to 3 lines. Any additional line up to 5 lines sells for $4.25 and any line above 5 is charged at $6 each. The scenario is expressed as the following:
How much does a 8 line advertisement cost?
A different Tribune charges $9 for up to 3 lines. Any additional line up to 5 lines sells for $4.25 and any line above 5 is charged at $6 each. The scenario is expressed as the following:
How much does a 2 line advertisement cost?
The Tribune charges $10 for up to 2 lines. Each additional line costs $5. Write the piecewise function that represents this scenario:
The Tribune charges $10 for up to 2 lines. Each additional line costs $5. GRAPH the piecewise function that represents this scenario. Be sure to label your axis and the cusp point.
The Tribune charges $8 for up to 4 lines. Each additional line costs $2. Write the piecewise function that represents this scenario:
The Tribune charges $8 for up to 4 lines. Each additional line costs $2. GRAPH the piecewise function that represents this scenario. Be sure to label your axis and the cusp point: