To find the area of the given shape, we can use the grid to calculate it by counting the number of square units that make up the shape.

Step 1: Counting Full Squares

First, count the number of full squares within the shape.

Step 2: Counting Partial Squares

Next, identify and count any partial squares. You can combine them to estimate how many full squares they make together.

Step 3: Add Them Up

Add the total number of full squares and the equivalent number of squares from the partial squares.

Let me go ahead and calculate it based on the image provided.

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Upon examining the image:

• Full squares within the shape: There are 12 full squares.
• Partial squares: The combined partial squares add up to approximately 2 full squares.

Total Area

The total area of the shape is $12 + 2 = 14$ square units.

So, the area of the shape is 14 square units.

Do you want more details or have any questions?

Here are some related questions:

1. How do you calculate the area of irregular shapes?
2. What other methods can be used to estimate the area of a shape?
3. How does grid counting compare to other area calculation methods?
4. Can this method be used for all types of polygons?
5. How would you calculate the area if the grid squares were not uniform?

Tip: When calculating areas using grids, make sure the grid squares are uniformly sized to get accurate results.