A border is 4 cm wide. Each side of the painting is 40 cm long. Find the area of the border. Show the process of how to get the anwser. How is the anwser 8?
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Answer :
Area of the border is 336 cm².
Step-by-step explanation :
Given :
- A border is 4 cm broad.
- Each side of the border = 40 cm
To Find :
- Area of the border.
Calculations :
We know that,
- Area of square = side × side so, by evaluating, we will put the values in the formula, [side = 40 cm long] so we'll perform multiplication.
Area of painting,
⇒ (40 × 40) cm
⇒ 1600 cm²
Hence,
- The area of painting is 1600 cm².
Given that,
- Width of the border = 4 cm
Now, let's calculate the dimensions, by adding the width and side of the painting.
⇒ 40 + 4
⇒ 44 cm
Now,
Area of painting + border = 44 cm² = 1936 cm².
Area of border = Area of painting + border - Area of painting
⇒ 1936 - 1600
⇒ 336 cm².
Therefore,
- Area of the border is 336 cm².
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