5909 Worded Linear Equations

3 Questions | Total Attempts: 177

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• 1.
Peter is looking for a new phone plan with TelCo Plus. The monthly charge is \$25, plus 60 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 2.
James is looking for a new phone plan with ComTel. The monthly charge is \$28, plus 55 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 3.
Martin is looking for a new phone plan with TeleCo. The monthly charge is \$30, plus 50 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 4.
Kris is looking for a new phone plan with NorthComm. The monthly charge is \$32, plus 45 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 5.
Carey is looking for a new phone plan with SouthComm. The monthly charge is \$34, plus 40 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 6.
Brian is looking for a new phone plan with OzComm. The monthly charge is \$36, plus 35 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 7.
Andrew is looking for a new phone plan with ComDel. The monthly charge is \$38, plus 30 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 8.
Joel is looking for a new phone plan with DeltaCom. The monthly charge is \$40, plus 25 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 9.
Max is looking for a new phone plan with OmegaCom. The monthly charge is \$42, plus 20 cents per call. Write the equation for the line in General Form using C for the cost and n for the number of calls.
• 10.
Andrew has been offered a job as a car saleman. His base wage is \$400 per week, plus \$200 for each car sold. Using 'W' for wages and 'n' for the number of cars sold, write the equation for his wages in General Form (y=a+bx)
• 11.
Bert has been offered a job as a magazine saleman. His base wage is \$420 per week, plus \$10 for each magazine sold. Using 'W' for wages and 'n' for the number of magazines sold, write the equation for his wages in General Form (y=a+bx)
• 12.
David has been offered a job as a business advertising saleman. His base wage is \$440 per week, plus \$100 for each business advertising sold. Using 'W' for wages and 'n' for the number of business advertisings sold, write the equation for his wages in General Form (y=a+bx)
• 13.
Eli has been offered a job as a computer saleman. His base wage is \$450 per week, plus \$100 for each computer sold. Using 'W' for wages and 'n' for the number of computers sold, write the equation for his wages in General Form (y=a+bx)
• 14.
Frank has been offered a job as a photocopier saleman. His base wage is \$480 per week, plus \$200 for each photocopier sold. Using 'W' for wages and 'n' for the number of photocopiers sold, write the equation for his wages in General Form (y=a+bx)
• 15.
Gary has been offered a job as a vacuum cleaner saleman. His base wage is \$500 per week, plus \$60 for each vacuum cleaner sold. Using 'W' for wages and 'n' for the number of vacuum cleaners sold, write the equation for his wages in General Form (y=a+bx)
• 16.
Harold has been offered a job as a furniture saleman. His base wage is \$510 per week, plus \$80 for each furniture sold. Using 'W' for wages and 'n' for the number of furnitures sold, write the equation for his wages in General Form (y=a+bx)
• 17.
Ian has been offered a job as a white goods saleman. His base wage is \$520 per week, plus \$50 for each white goods sold. Using 'W' for wages and 'n' for the number of white goodss sold, write the equation for his wages in General Form (y=a+bx)
• 18.
Jack has been offered a job as a camera saleman. His base wage is \$530 per week, plus \$55 for each camera sold. Using 'W' for wages and 'n' for the number of cameras sold, write the equation for his wages in General Form (y=a+bx)
• 19.
Keith has been offered a job as a holiday saleman. His base wage is \$540 per week, plus \$90 for each holiday sold. Using 'W' for wages and 'n' for the number of holidays sold, write the equation for his wages in General Form (y=a+bx)
• 20.
Lionel has been offered a job as a car saleman. His base wage is \$550 per week, plus \$60 for each car sold. Using 'W' for wages and 'n' for the number of Fijis sold, write the equation for his wages in General Form (y=a+bx)
• 21.
Norton has been offered a job as a magazine saleman. His base wage is \$560 per week, plus \$80 for each magazine sold. Using 'W' for wages and 'n' for the number of Pariss sold, write the equation for his wages in General Form (y=a+bx)
• 22.
Oliver has been offered a job as a business advertising saleman. His base wage is \$570 per week, plus \$100 for each business advertising sold. Using 'W' for wages and 'n' for the number of Londons sold, write the equation for his wages in General Form (y=a+bx)
• 23.
Paul has been offered a job as a computer saleman. His base wage is \$580 per week, plus \$110 for each computer sold. Using 'W' for wages and 'n' for the number of New Yorks sold, write the equation for his wages in General Form (y=a+bx)
• 24.
Roger has been offered a job as a photocopier saleman. His base wage is \$590 per week, plus \$80 for each photocopier sold. Using 'W' for wages and 'n' for the number of Englands sold, write the equation for his wages in General Form (y=a+bx)
• 25.
Steve has been offered a job as a vacuum cleaner saleman. His base wage is \$600 per week, plus \$110 for each vacuum cleaner sold. Using 'W' for wages and 'n' for the number of Africas sold, write the equation for his wages in General Form (y=a+bx)