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Personal references
            1cm




Everyday objects that give us an idea
  about standard measurements.
Last time, you used TWO different
   methods to find the area of a
    rectangle. What were they?


Don’t panic!
Working by yourself or with a
 partner, go through page 309.

Try out some different ways of finding
     the area of non-rectangles.



    Then, let’s chat about it!
What were some strategies that
          worked?
Strategy 1: Add the parts!
1. Split into right triangles.

2. Turn it into a rectangle.

3. Find the area.

4. Divide by 2.

5. Add the parts!
Strategy 2: Subtract the Excess!
Sometimes, you can’t split a triangle into nice
 right triangles. So we need another method.
Strategy 2: Subtract the Excess!
1. Make a rectangle around the whole
triangle.
2. Find the area of the parts.

3. Find the area of the green triangle:
use the strategy we just learned.
          Draw a square.
          Find the area.
          Divide by 2.
 4. Subtract the parts from the
 whole!!
Strategy 2: Subtract the Excess! (for
                   parallelograms)
1. Make a rectangle around the whole
triangle.
2. Find the area of the parts.

3. Find the area of the blue and
green triangles: use the strategy we
just learned.
          Draw a square.
          Find the area.
          Divide by 2.

 4. Subtract the parts from the
 whole!!
You try it!

Practice on page 310.

When you finish, check your work
with another student.


Then, play Frac-Tac-Toe!

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Grade 5 Everyday Math 9.5

  • 1. Personal references 1cm Everyday objects that give us an idea about standard measurements.
  • 2. Last time, you used TWO different methods to find the area of a rectangle. What were they? Don’t panic!
  • 3. Working by yourself or with a partner, go through page 309. Try out some different ways of finding the area of non-rectangles. Then, let’s chat about it!
  • 4. What were some strategies that worked?
  • 5. Strategy 1: Add the parts! 1. Split into right triangles. 2. Turn it into a rectangle. 3. Find the area. 4. Divide by 2. 5. Add the parts!
  • 6. Strategy 2: Subtract the Excess! Sometimes, you can’t split a triangle into nice right triangles. So we need another method.
  • 7. Strategy 2: Subtract the Excess! 1. Make a rectangle around the whole triangle. 2. Find the area of the parts. 3. Find the area of the green triangle: use the strategy we just learned. Draw a square. Find the area. Divide by 2. 4. Subtract the parts from the whole!!
  • 8. Strategy 2: Subtract the Excess! (for parallelograms) 1. Make a rectangle around the whole triangle. 2. Find the area of the parts. 3. Find the area of the blue and green triangles: use the strategy we just learned. Draw a square. Find the area. Divide by 2. 4. Subtract the parts from the whole!!
  • 9. You try it! Practice on page 310. When you finish, check your work with another student. Then, play Frac-Tac-Toe!