can you rewrite this info To find the area of a composite shape, you need to break it down into simpler shapes and calculate the area of each individual shape.
Looking at the given measurements, it seems like a complex shape composed of multiple rectangles. To calculate the area, we will divide it into sections that can be easily measured.
Section 1:
The rectangle at the bottom has a length of 8cm and a width of 3cm. Therefore, the area of this rectangle is 8cm * 3cm = 24cm².
Section 2:
The rectangle on the left side has a length of 3cm and a width of 2cm. So, the area of this rectangle is 3cm * 2cm = 6cm².
Section 3:
The rectangle at the top has a length of 6cm and a width of 2cm. Thus, its area is 6cm * 2cm = 12cm².
Section 4:
The last rectangle on the right side has a length of 6cm and a width of 3cm. Hence, the area of this rectangle is 6cm * 3cm = 18cm².
Adding up the areas of all the sections, we have:
Area = 24cm² + 6cm² + 12cm² + 18cm² = 60cm².
Therefore, the area of this composite shape is 60cm².
To calculate the area of a composite shape, it is necessary to break it down into simpler shapes and find the area of each individual shape.
Upon examining the given measurements, it appears that the shape is made up of multiple rectangles. Thus, we can analyze the sections separately to determine their areas more easily.
Starting with section 1, the rectangle located at the bottom of the composite shape measures 8cm in length and 3cm in width. Therefore, the area of this rectangle is calculated by multiplying 8cm by 3cm, resulting in an area of 24cm².
Moving to section 2, the rectangular shape situated on the left side has a length of 3cm and a width of 2cm. Multiplying these dimensions together yields an area of 6cm².
Next, section 3 contains a rectangle at the top with a length of 6cm and a width of 2cm. The area of this rectangle can be determined by multiplying 6cm by 2cm, resulting in an area of 12cm².
Lastly, section 4 has a rectangle located on the right side, which measures 6cm in length and 3cm in width. Therefore, the area of this rectangle is found by multiplying 6cm by 3cm, yielding an area of 18cm².
By summing up the areas of all four sections, we obtain a total area of:
Area = 24cm² + 6cm² + 12cm² + 18cm² = 60cm².
Consequently, the area of this composite shape is 60cm².