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How can you use multi-step equations to solve real-life problems?

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Presentation on theme: "How can you use multi-step equations to solve real-life problems?"— Presentation transcript:

1 How can you use multi-step equations to solve real-life problems?
Part 1: Write and solve an equation to find the value of x. Hint: think about the structure of the equation you used last class to solve for x in these problems! Part 2: Explain how you could check your solution once you have solved for x. (2x + 30)° (2x + 30) + (2x + 20) + x = 360 5x = 360 50° (2x + 20)° 5x+ 100 – 100 = 5x = 260 x = 52

2 1.2 Solving Multi-Step Equations

3 Solving Multi-Step Linear Equations
Simplify each side of the equations first Distribute, if needed Combine like terms, if needed 2) Use inverse operations to isolate the variable

4 Combine like terms on the left!
Examples Simplify first!! Combine like terms on the left! Solve: 2) Solve: 1

5 You try! 1.) 2.)

6 Another Example! 3.)

7 You try! 3.)

8 Solving Real Life Problems
Day Miles Mon 3.5 Tues 5.5 Wed Thu 5 Fri x Use the table to find the number of miles x you need to bike on Friday so that the mean number of miles bike per day is 5. What is mean? How do you find the mean?

9 You try! Your schools drama club charges $4 per person for admission to a play. The club borrowed $400 to pay for costumes and props. After paying back the loan, the club has a profit of $100. How many people attended the play? amt per person · (the number of people that attend) – loan = profit · x = 100 4x – 400 = 100 4x – = 4x = 500 x=125 people


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