Physics · Circular Motion & Momentum
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The acceleration is 4 when:
- A
alpha=2, r=2
- B
alpha=4, r=4
- C
alpha=3, r=0
- D
r=0, alpha=0
The acceleration of an object can be determined using the equation
a = r × alpha
where r is the radius of curvature and alpha is the angular acceleration.
In option A, with alpha = 2 and r = 2, we can calculate the acceleration as follows:
a = r × alpha
a = 2 × 2
a = 4
Therefore, the acceleration is 4 when alpha = 2 and r = 2, which corresponds to option A.
This option is correct.
The acceleration of an object can be determined using the equation
a = r × alpha
where r is the radius of curvature and alpha is the angular acceleration.
In option A, with alpha = 2 and r = 2, we can calculate the acceleration as follows:
a = r × alpha
a = 2 × 2
a = 4
Therefore, the acceleration is 4 when alpha = 2 and r = 2, which corresponds to option A.
This option is incorrect.
The acceleration of an object can be determined using the equation
a = r × alpha
where r is the radius of curvature and alpha is the angular acceleration.
In option A, with alpha = 2 and r = 2, we can calculate the acceleration as follows:
a = r × alpha
a = 2 × 2
a = 4
Therefore, the acceleration is 4 when alpha = 2 and r = 2, which corresponds to option A.
This option is incorrect.
The acceleration of an object can be determined using the equation
a = r × alpha
where r is the radius of curvature and alpha is the angular acceleration.
In option A, with alpha = 2 and r = 2, we can calculate the acceleration as follows:
a = r × alpha
a = 2 × 2
a = 4
Therefore, the acceleration is 4 when alpha = 2 and r = 2, which corresponds to option A.
This option is incorrect.
The acceleration of an object can be determined using the equation
a = r × alpha
where r is the radius of curvature and alpha is the angular acceleration.
In option A, with alpha = 2 and r = 2, we can calculate the acceleration as follows:
a = r × alpha
a = 2 × 2
a = 4
Therefore, the acceleration is 4 when alpha = 2 and r = 2, which corresponds to option A.
Tagged under Physics · Circular Motion & Momentum · 2021