Find the area of each shape in square units.

Question

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To find the area of each shape, we will count the whole squares and then count any parts that are half a square or bigger, combining them to estimate the total area. Parts less than half a square are ignored. Shape A: Step 1: Count the whole squares. There are 4 whole squares. Step 2: Count parts that are half a square or bigger. There are 0 such parts. Step 3: Sum the counts. Area = 4 + 0 = 4 square units. The area of Shape A is 4 square units. Shape B: Step 1: Count the whole squares. There are 3 whole squares. Step 2: Count parts that are half a square or bigger. There are 0 such parts. Step 3: Sum the counts. Area = 3 + 0 = 3 square units. The area of Shape B is 3 square units. Shape C: Step 1: Count the whole squares. There are 2 whole squares. Step 2: Count parts that are half a square or bigger. There are 4 parts that are exactly half a square (one in the top row, one in the middle row, and two in the bottom row). Step 3: Sum the counts. Area = 2 + 4 = 6 square units. The area of Shape C is 6 square units. Shape D: Step 1: Count the whole squares. There is 1 whole square. Step 2: Count parts that are half a square or bigger. There are 3 parts that are exactly half a square (one in each row on the right side). Step 3: Sum the counts. Area = 1 + 3 = 4 square units. The area of Shape D is 4 square units. Shape E: Step 1: Count the whole squares. There are 4 whole squares. Step 2: Count parts that are half a square or bigger. There are 0 such parts. Step 3: Sum the counts. Area = 4 + 0 = 4 square units. The area of Shape E is 4 square units. Shape F: Step 1: Count the whole squares. There are 2 whole squares. Step 2: Count parts that are half a square or bigger. There are 2 parts that are exactly half a square (one on each end). Step 3: Sum the counts. Area = 2 + 2 = 4 square units. The area of Shape F is 4 square units. Shape G: Step 1: Count the whole squares. There is 1 whole square (in the center). Step 2: Count parts that are half a square or bigger. There are 4 parts that are exactly half a square (the four triangles pointing outwards). Step 3: Sum the counts. Area = 1 + 4 = 5 square units. The area of Shape G is 5 square units. Shape H: Step 1: Count the whole squares. There are 4 whole squares. Step 2: Count parts that are half a square or bigger. There are 0 such parts. Step 3: Sum the counts. Area = 4 + 0 = 4 square units. The area of Shape H is 4 square units. Shape I: Step 1: Count the whole squares. There are 0 whole squares. Step 2: Count parts that are half a square or bigger. There are 4 parts that are exactly half a square (the four triangles). Step 3: Sum the counts. Area = 0 + 4 = 4 square units. The area of Shape I is 4 square units. Shape J: Step 1: Count the whole squares. There is 1 whole square (in the center). Step 2: Count parts that are half a square or bigger. There are 4 parts that are exactly half a square (the four triangles pointing outwards). Step 3: Sum the counts. Area = 1 + 4 = 5 square units. The area of Shape J is 5 square units.

Find the area of each shape in square units.

Step-by-step solution

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

Count the whole squares.

Count parts that are half a square or bigger.

Sum the counts.

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