Download presentation
Presentation is loading. Please wait.
Published byGodfrey Osborne Modified over 9 years ago
1
GOAL 1 USING TWO OR MORE TRANSFORMATIONS 3.3 Solving Multi-Step Equations EXAMPLE 1 1.Simplify each side of the equation first. 2.Perform inverse operations in reverse order. SOLVING MULTI-STEP EQUATIONS
2
Extra Example 1 EXAMPLE 2 Click to see the solution
3
Extra Example 2 Solve: 2x – 9x + 17 = –4 Click to see the solution
4
Checkpoint EXAMPLE 3 x = –50
5
Extra Example 3 Solve 4x + 12(x – 3) = 28 EXAMPLE 4 Click to see the solution
6
Extra Example 4 Solve 2x – 5(x – 9) = 27 Click to see the solution
7
Checkpoint Solve 10x – 6(2x + 5) = 20 EXAMPLE 5 x = –25
8
Extra Example 5 Click to see the solution
9
Checkpoint x = –11
10
GOAL 2 SOLVING REAL-LIFE PROBLEMS We will look at some specific real-life problems to learn how to write multi-step equations which can then be solved. 3.3 Solving Multi-Step Equations EXAMPLE 6
11
Extra Example 6 What Celsius temperature would indicate a fever of 104°F? Use the formula Click to see the solution
12
Checkpoint Use to convert 212°F to Celsius. EXAMPLE 7 C = 100
13
Extra Example 7 Air temperature drops about 3°F for each 1000 ft increase in altitude. If the air temperature at sea level is 77°F, at what altitude would you expect the temperature to be 53°F? Click to see the solution
14
Checkpoint The speed of a falling object increases 32 ft/sec for each second it falls. How many seconds will it take the speed of a rock dropped from a very high cliff to increase from 50 ft/sec to 210 ft/sec? t = 5 sec
15
Example 8 The sum of three numbers is 67. The second number is 4 more than three times the first number. The third number is three less than two times the first number. Find the three numbers. Click to see the solution
16
QUESTIONS?
Similar presentations
© 2025 SlidePlayer.com. Inc.
All rights reserved.