The total area of the United State will be 3,537,438.
The process of combining two or more numbers is called the Addition.
Given that;
The total land area of the United States is about 3,483,511 square miles more than the total land area of Tennessee, which is about 53,927 square miles.
Now,
Let the total area of the United State = x
Hence, We can formulate;
⇒ x = 3,483,511 + 53,927
⇒ x = 3,537,438
Thus, The total area of the United State = 3,537,438.
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a. 6
b. 24
c. 72
d. 10
When we convert 12 feet to inches and then divide by the length of each segment (2 inches), we find that there are 72 two-inch segments in 12 feet.
To calculate how many 2-inch segments are there in 12 feet, we need to convert both measurements to the same unit before performing the division.
Step 1: Convert 12 feet to inches.
Since 1 foot is equal to 12 inches, to convert 12 feet to inches, we multiply by 12:
12 feet * 12 inches/foot = 144 inches
Step 2: Divide the total number of inches by the length of each segment (2 inches).
144 inches ÷ 2 inches/segment = 72 segments
Therefore, there are 72 two-inch segments in 12 feet.
In summary, when we convert 12 feet to inches and then divide by the length of each segment (2 inches), we find that there are 72 two-inch segments in 12 feet. This calculation involves converting units to ensure they are in the same measurement scale before performing the division.
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Answer: C for my plato boys ;D
After rotating point P by 120 degrees around the indicated center of rotation, the new position of point P can be calculated using trigonometric principles and the fraction of a full rotation it has undergone, resulting in its new coordinates.
To find the new position of point P, we can use the following steps:
Draw a line segment from the center of rotation to point P.
Measure the angle between the initial position of the line segment and the final position after the rotation. In this case, the angle is 120 degrees.
Divide the angle of rotation by the number of equal parts in a full circle (360 degrees). This will give us the fraction of a full rotation that the point has undergone. In this case,
120/360 = 1/3 of a full rotation.
Using trigonometric functions (sine and cosine), calculate the new coordinates of point P based on its distance from the center of rotation and the fraction of the circle it has rotated through.
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Answer:
C
I think it is
hope this helps
B. 4
C. 3x + 4
D. 2x − 1
Answer:
1.23
0.067
25.34
Step-by-step explanation:
10^2 = 100
The point moves two places towards the right