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# Relationship between centripetal force and radius

If an object moves in a circle, the **centripetal** acceleration can be calculated as speed squared divided by the **radius**. The **centripetal**.

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Within this lab the role in circular motion of **radius**,mass and **centripetal force** is tested in three different conditions speed is then obtained from the average time it takes in completing a complete circle. Objective. Verify the **relationship** played by the variables within the equation Fc = m( V 2 / r) as we keep the value of two of these. .

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Centrifugal **Force** versus **Centripetal Force** comparison chart; Centrifugal **Force Centripetal Force**; Meaning: Tendency of an object following a curved path to fly away from the center of curvature. Might be described as “lack of **centripetal force**.” The **force** that keeps an object moving with a uniform speed along a circular path. Direction.

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Figure 1. The frictional **force** supplies the **centripetal** **force** **and** is numerically equal to it. **Centripetal** **force** is perpendicular to velocity and causes uniform circular motion. The larger the Fc, the smaller the **radius** of curvature r and the sharper the curve. The second curve has the same v, but a larger Fc produces a smaller r'.

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Calculating the **Radius** (r) when the Centrifugal **Force**, Mass of the body (m) and Angular Velocity is Given. r = F / mw 2. Where; r = **radius** F = Centrifugal **Force** ω = angular velocity m = mass of the body. Let’s solve an example; Find the **radius** with a centrifugal **force** of 280, mass of the body is 16 and an angular velocity of 22. This implies.

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