Algebra Class: Cost of Hostas and Grass
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Questions and Answers

What is the first step in solving the system of equations for the given problem?

  • Determine what you are trying to find.
  • Organize the known information.
  • Underline, circle and/or highlight important information. (correct)
  • Write out the equations for both situations.
  • What does the problem require you to find?

  • The number of Hostas and ornamental grass plants each bought.
  • The cost of one Hosta and the cost of one bunch of ornamental grass. (correct)
  • The total amount spent by Eduardo and Nicole.
  • The store from which Eduardo and Nicole bought their supplies.
  • Which of the following correctly represents Eduardo's spending in equation form?

  • 7x + 12y = 183
  • 14x + 5y = 120
  • 5x + 14y = 183
  • 14x + 5y = 183 (correct)
  • What is the correct equation for Nicole's expenditure?

    <p>7x + 12y = 120</p> Signup and view all the answers

    What method can be used to solve the system of equations derived from this problem?

    <p>Substitution or elimination method.</p> Signup and view all the answers

    Study Notes

    Solving Systems of Equations

    • The first step in solving the system of equations for the given problem is to identify the variables and how they relate to each other.
    • The problem requires you to find the value of these variables, representing the quantifiable aspects of the problem.
    • Eduardo's spending in equation form represents the total amount of money he spent on his purchase.
    • Nicole's expenditure equation represents the total amount of money she spent.
    • The method used to solve the system of equations derived from this problem is dependent on the structure of the equations. Some common methods include substitution, elimination, and graphing.

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    Description

    This quiz involves a system of equations to find the cost of Hostas and ornamental grass. Participants will define variables, set up equations based on given information, and solve the equations. Test your skills in algebra with this practical problem!

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