Of the mine whinch drum diameter is 6m calculate how far the counterweight will lift for each single rotation of the drum with the formular c=2mr
ummm ... they gave you the formula, right?
c=2πr
r = 3m
c = 6π m
😍Radius=3
3×pi×3
Your answer will be
120+5×9♥️
Yes number one
I can't calculate how do you get to this answer please show step by step on how to calculate it using that formula of C=2πr
To calculate how far the counterweight will lift for each single rotation of the drum, we can use the given formula: c = 2 * m * r.
In this formula:
- "c" represents the distance the counterweight will lift.
- "m" represents the value of pi, approximately 3.14159.
- "r" represents the radius of the mine winch drum.
However, the formula you mentioned, c = 2 * m * r, is incorrect. The correct formula to calculate the circumference of a circle is c = 2 * pi * r. The value of pi, denoted by "m" in your formula, is approximately 3.14159.
Given that the diameter of the mine winch drum is 6 meters, we can calculate the radius by dividing the diameter by 2. So, the radius (r) would be 6 / 2 = 3 meters.
Now we can use the correct formula to find the distance the counterweight will lift for each single rotation of the drum:
c = 2 * pi * r
= 2 * 3.14159 * 3
≈ 18.84954 meters
Therefore, the counterweight will lift approximately 18.84954 meters for each single rotation of the drum.