a large Pavillon is made of 2.967*10^5 bricks there are 6.9 bricks per square root how many square feet is the Pavillon write the answer in scientific notation
To find the number of square feet in the Pavilion, we need to divide the total number of bricks by the number of bricks per square root.
Total number of bricks = 2.967*10^5
Number of bricks per square root = 6.9
Number of square roots = Total number of bricks / Number of bricks per square root
= (2.967*10^5) / 6.9
≈ 4.304*10^4
Therefore, the Pavilion covers approximately 4.304*10^4 square feet.
To find the number of square feet in the Pavilion, we need to determine the total area covered by 2.967 * 10^5 bricks, given that there are 6.9 bricks per square foot.
Let's calculate this step-by-step:
1. Divide the total number of bricks by the number of bricks per square foot:
2.967 * 10^5 bricks / 6.9 bricks/ft^2
2. Multiply the result by the conversion factor to cancel out the unit of bricks:
(2.967 * 10^5 bricks / 6.9) * (ft^2 / bricks)
3. Simplify the equation:
2.967 * 10^5 / 6.9 ft^2
4. Calculate the division:
Approximately 42,927.54 ft^2
5. Write the answer in scientific notation:
4.292754 * 10^4 ft^2
Therefore, the Pavilion covers approximately 4.292754 * 10^4 square feet.
To find the number of square feet in the Pavilion, we need to first calculate the total number of square roots of bricks used.
Given:
Total number of bricks = 2.967 * 10^5
Bricks per square root = 6.9
To find the number of square roots, we can divide the total number of bricks by the bricks per square root:
Number of square roots = Total number of bricks / Bricks per square root
= 2.967 * 10^5 / 6.9
Now, let's calculate this value:
Number of square roots = 2.967 * 10^5 / 6.9
≈ 42956.52174
Since the square roots represent the area of the Pavilion, we can say that the Pavilion has an area of approximately 42956.52174 square roots.
However, the question asks for the answer in square feet. To convert from square roots to square feet, we need to know the conversion factor. Since this information is not provided, we cannot give a direct answer in square feet.
If you can provide the conversion factor from square roots to square feet, we can multiply the area in square roots by the conversion factor to get the area in square feet and then represent the answer in scientific notation.