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If the total cost of painting the wall is 1236 find the cost of painting per m^2 when area is 33√39?
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If the total cost of painting the wall is 1236 find the cost of painti...
Solution:

Given:
Total cost of painting the wall = 1236
Area of the wall = 33√39

To find the cost of painting per square meter, we need to divide the total cost by the area.

Step 1: Calculate the area of the wall:
The area of the wall is given as 33√39. To simplify this expression, we need to find the value of √39.

Using a calculator, we find that √39 ≈ 6.24.

Therefore, the area of the wall = 33 * 6.24 = 205.92 square meters.

Step 2: Calculate the cost of painting per square meter:
To find the cost of painting per square meter, we divide the total cost by the area of the wall.

Cost of painting per square meter = Total cost / Area of the wall

Cost of painting per square meter = 1236 / 205.92

Using a calculator, we find that the cost of painting per square meter is approximately 6.

Therefore, the cost of painting per square meter when the area is 33√39 is approximately 6.

Summary:
The cost of painting per square meter when the area is 33√39 is approximately 6. This means that for every square meter of wall, it would cost around 6 units of currency to paint.
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If the total cost of painting the wall is 1236 find the cost of painting per m^2 when area is 33√39?
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