Question

what is the centripetal acceleration for an object of mass 1 kg moving with 6 m/s in a circle of radius 3 m?
dont explain just answer correct option if you know

Answer 1

Answer:

Just answer correct is $a = 36 m/s^2$

Explanation:

Step 1: The centripetal acceleration, denoted by the symbol ac, has a magnitude equivalent to the square of the body's velocity along the curve divided by the radius of the circle, denoted by the symbol r. This is also known as the formula $ac = v2/r.$

Centripetal acceleration is a characteristic of an object's motion along a circular route. Centripetal acceleration applies to any object moving in a circular with an acceleration vector pointing in the direction of the circle's center.

Centripetal acceleration is the term used to describe the acceleration of a body traveling in a smooth circular motion. A vehicle turning sharply is an illustration of centripetal acceleration. A individual is moving uniformly in a circle if they are turning while holding the wheel steady.

Step 2: The equation for centripetal acceleration is:$a = v2 / r$, where v is the object's motion and r is the circle's radius.

By entering the following numbers, $a = (6 m/s)2 / 3 m a = 36 m/s2$

As a result, the centripetal acceleration for a 1 kg object traveling at 6 m/s in a 3 m diameter circle is $36 m/s2.$

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