Answer :
Final Answer:
To find the total distance covered in 200 rotations, we simply multiply the distance covered in one rotation (176 cm) by the number of rotations (200). This gives us a total distance of 35200 cm covered by the wheel in 200 rotations.
Explanation:
The calculation for determining the total distance covered by the wheel in 200 rotations involves understanding the relationship between the circumference of the wheel and the distance covered in one rotation. The circumference of a wheel is the distance around its outer edge, and in this case, it is given as 176 cm. This means that if the wheel makes one complete rotation, it will cover a distance equal to its circumference, which is 176 cm.
To find the total distance covered in 200 rotations, we use the basic principle that multiplying the distance covered in one rotation by the total number of rotations will give us the total distance covered. In this situation, as the wheel covers 176 cm in one rotation, multiplying this by the number of rotations, 200, gives us the total distance covered, which is 35200 cm.
The wheel will go 35200 cm in 200 rotations.
To find the distance traveled by the wheel in 200 rotations, we can use the formula:
Distance = Circumference of the wheel × Number of rotations
Here, the circumference of the wheel is given as 176 cm, and the number of rotations is 200. By substituting these values into the formula, we get:
Distance = 176 cm/rotation × 200 rotations = 35200 cm.
So, the wheel will go 35200 cm in 200 rotations.
This method is based on the fundamental concept that the distance traveled by a rotating object is directly proportional to the circumference of the rotation and the number of rotations completed. Therefore, the total distance covered by the wheel can be easily calculated by understanding the relationship between the circumference and the total number of rotations.
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