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To find the length of the side of the square, we just need to find the distance between the two endpoints. This problem can quickly be solved by using the distance formula, but for those who are not familiar with it, we can simply solve it by analyzing a triangle.
Take a look at the diagram below. We are interested in x. To find this we have created a right triangle. The horizontal component is just the distance between the x coordinates of the two points while the vertical component is the distance between the y coordinates.
The horizontal component is 9 and the vertical component is 5. We can now get x by using the pythagorean theorem:
which is approximately equal to 10.30 units.
ANSWER: The length of the side of the square measures 10.30 units.
Take a look at the diagram below. We are interested in x. To find this we have created a right triangle. The horizontal component is just the distance between the x coordinates of the two points while the vertical component is the distance between the y coordinates.
The horizontal component is 9 and the vertical component is 5. We can now get x by using the pythagorean theorem:
ANSWER: The length of the side of the square measures 10.30 units.
The correct answer is: 17280 <span>cubic inches
</span>
Explanation:
As we are going to convert bigger unit (feet) into small unit (inches), we will need to multiple 10 with
as there are 12 inches in 1 foot and the unit is in cubic form, therefore, we would need to take the cube of 12. Mathematically we can write it as:
<span>cubic inches
Hence the correct answer is </span>17280 cubic inches.
</span>
Explanation:
As we are going to convert bigger unit (feet) into small unit (inches), we will need to multiple 10 with
Hence the correct answer is </span>17280 cubic inches.