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Course 1 2-4 Solving Addition Equations Course 1 Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day.

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Presentation on theme: "Course 1 2-4 Solving Addition Equations Course 1 Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day."— Presentation transcript:

1 Course 1 2-4 Solving Addition Equations Course 1 Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day

2 yes no yes Warm Up Determine whether each value is a solution. 1. 86 + x = 102 for x = 16 2. 18 + x = 26 for x = 4 3. x + 46 = 214 for x = 168 4. 9 + x = 35 for x = 26 Course 1 2-4 Solving Addition Equations

3 Problem of the Day After Renee used 40 m of string for her kite and gave 5 m to her sister for her wagon, she had 8 m of string left. How much string did she have to start with? Solving Subtraction Equations 53 m Course 1 2-4 Solving Addition Equations

4 Learn to solve whole-number addition equations. Course 1 2-4 Solving Addition Equations

5 The equation h + 14 = 82 can be represented as a balanced scale. h + 14 82 Course 1 2-4 Solving Addition Equations To find the value of h, you need h by itself on one side of the scale. h ? To get h by itself, first take away 14 from the left side of the scale. Now the scale is unbalanced. h 68 To rebalance the scale, take away 14 from the other side. h + 14 82

6 Taking away 14 from both sides of the scale is the same as subtracting 14 from both sides of the equation. h + 14 = 82 –14 Course 1 2-4 Solving Addition Equations –14 h = 68 Subtraction is the inverse, or opposite, of addition. If an equation contains addition, solve it by subtracting from both sides to “undo” the addition.

7 Solve the equation. Check your answer. Additional Example 1A: Solving Addition Equations x + 87 = 152 Check x + 87 = 152 x + 87 = 152 87 is added to x. x = 65 Course 1 2-4 Solving Addition Equations – 87 Subtract 87 from both sides to undo the addition. 65 + 87 = 152 ? 152 = 152 ? Substitute 65 for x in the equation. 65 is the solution.

8 Solve the equation. Check your answer. Additional Example 1B: Solving Addition Equations 72 = 18 + y Check 72 = 18 + y 72 = 18 + y 18 is added to y. 54 = y Course 1 2-4 Solving Addition Equations –18 Subtract 18 from both sides to undo the addition. 72 = 18 + 54 ? 72 = 72 ? Substitute 54 for y in the equation. 54 is the solution.

9 Solve the equation. Check your answer. Try This: Example 1A u + 43 = 78 Check u + 43 = 78 u + 43 = 78 43 is added to u. u = 35 Course 1 2-4 Solving Addition Equations – 43 Subtract 43 from both sides to undo the addition. 35 + 43 = 78 ? 78 = 78 ? Substitute 35 for u in the equation. 35 is the solution.

10 Solve the equation. Check your answer. Try This: Example 1B 68 = 24 + g Check 68 = 24 + g 68 = 24 + g 24 is added to g. 44 = g Course 1 2-4 Solving Addition Equations –24 Subtract 24 from both sides to undo the addition. 68 = 24 + 44 ? 68 = 68 ? Substitute 44 for g in the equation. 44 is the solution.

11 Johnstown, Cooperstown, and Springfield are located in that order in a straight line along a highway. It is 12 miles from Johnstown to Cooperstown and 95 miles from Johnstown to Springfield. How far is it from Cooperstown to Springfield? Additional Example 2: Social Studies Application It is 83 miles from Cooperstown to Springfield. 95 = 12 + d Course 1 2-4 Solving Addition Equations distance between Johnstown and Springfield distance between Johnstown and Cooperstown distance between Cooperstown and Springfield = + 95 = 12 + d –12 83 = d 12 is added to d. Subtract 12 from both sides to undo the addition.

12 Patterson, Jacobsville, and East Valley are located in that order in a straight line along a highway. It is 17 miles from Patterson to Jacobsville and 35 miles from Patterson to East Valley. How far is it from Jacobsville to East Valley? Try This: Example 2 The distance between Jacobsville and East Valley is 18 miles. 35 = 17 + d Course 1 2-4 Solving Addition Equations distance between Patterson and East Valley distance between Patterson and Jacobsville distance between Jacobsville and East Valley = + 35 = 17 + d –17 18 = d 17 is added to d. Subtract 17 from both sides to undo the addition.

13 Solve each equation. 1. x + 15 = 72 2. 81 = x + 24 3. x + 22 = 67 4. 93 = x + 14 Lesson Quiz x = 57 x = 45 x = 79 56 inches 5. Kaitlin is 2 inches taller than Reba. Reba is 54 inches tall. How tall is Kaitlin? Course 1 2-4 Solving Addition Equations


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