Why is the tension largest at the lowest point? Solution: At the bottom-most point, **the centrifugal force acts vertically downward and the weight of the body acts vertically downward**. Thus the tension in the string is maximum.

In like manner, Is tension greater at the top or bottom?

**tension is greatest at the bottom of the circular path**. This is where the rope is most likely to break.

what's more, Why is tension less at the top of a circle? When the stopper is at the top of the circle, **its weight helps the string provide the centripetal force**. Because of that help, the tension is less at the top than at any other place in the circle.

Hereof, Is the tension at the bottom of the rope?

If the mass of the object is and the mass of the entire length of rope is , the tension at the bottom is (what it takes to make the net force on the object be **zero**) and the tension at the top is (what it takes to make the net force on the object plus the rope be zero).

When the ball is at the bottom of the circle what is the tension in the string?

A 500 g ball swings in a vertical circle at the end of a 1.5-m-long string. When the ball is at the bottom of the circle, the tension in the string is **15 N**.

## Related Question for Why Is The Tension Largest At The Lowest Point?

**Why tension is maximum at mean position?**

Complete step by step answer: The tension in the string of oscillating pendulum is maximum at the mean position and minimum at the extreme position. The tension in the oscillating pendulum is due to the sum of weight of the pendulum and the centripetal force on the mass of the pendulum.

**Which string is most likely to break?**

A) The upper string is most likely to break and has more tension due to the force of your pull as well as the weight of the ball.

**How is tension and gravitational force at the bottom of circular motion versus the top?**

In this motion, the centripetal force, the force that points towards the center of a circle, is always constant. At the top of the circle, gravity is pointing in the same direction as the tension in the bag. At the bottom of the circle, gravity is pointing in the opposite direction to the tension.

**How does the tension relate to the gravitational force at the bottom of a swing?**

How does the tension relate to the gravitational force at the bottom of a swing? The tension is equal to the gravitational force.

**What is the force of tension at the top of the circle?**

It must satisfy the constraints of centripetal force to remain in a circle, and must satisfy the demands of conservation of energy as gravitational potential energy is converted to kinetic energy when the mass moves downward. the tension at the top of the circle is T_{top} = Newtons.

**Can tension ever zero?**

Zero tension is slack. A string or rope is often idealized as one dimension, having length but being massless with zero cross section.

**What is the tension difference between lowest and highest point in vertical circular motion?**

At the highest point, weight will act downward and centrifugal force upward and there will be no tension (as stated). Hence, tension at lower point is 6mg and as discussed at uppermost point is zero.

**Is tension a contact force?**

**How do you find the tension between two strings?**

**Is gravity a contact force?**

The most familiar non-contact force is gravity, which confers weight. In contrast a contact force is a force which acts on an object coming physically in contact with it. All four known fundamental interactions are non-contact forces: Gravity, the force of attraction that exists among all bodies that have mass.

**When the ball is at its lowest point is the tension in the string greater than less than or equal to the ball's weight?**

When the ball on the string is at its lowest point, the tension in the string is greater than the ball weight. This can be shown by the equation Fc=Ft-Fw. In this case, Ft=Fc+Fw, therefore making Ft greater than the weight of the ball.

**What is the tension in the string?**

The tension is defined as: "The force exerted by a string when it is subjected to pull". If a person is holding a block of weight W attached to the end of a string, a force is experienced by him . When the body is at rest, the magnitude of tension is equal to the weight of the body suspended by the string.

**What's the formula of tension?**

Tension Formula. The tension on an object is equal to the mass of the object x gravitational force plus/minus the mass x acceleration. T = mg + ma. T = tension, N, kg-m/s^{2}.

**At which point is the tension maximum?**

Tension is minimum at the top and maximum at the bottom in a vertical circular motion.

**Why is velocity maximum at mean position in SHM?**

The velocity will be maximum in simple harmonic motion , when the acceleration is zero. Find the position where the acceleration is zero. We can also derive that the acceleration is zero if the net displacement is zero.

**Why is velocity maximum at equilibrium?**

At the point of equilibrium, the spring does not exert any force on the block. At this point, the block is traveling at its maximum velocity because all the elastic potential energy stored in the spring is converted into the block's kinetic energy and the acceleration is zero at this point.

**Which guitar string snaps the most?**

The D is a wrapped string, and more likely to break than a solid string. It has thinner wire than the other two bass strings. It is under the highest tension of the three bass strings. It gets more wear than the other three (think about melodies you've played on that string - it's the brass section of the guitar).

**What is the sixth string on a guitar?**

The thickest string is called the 6th string. In standard guitar tuning, this is tuned to E and is often referred to as the "low E string," meaning the lowest note you can play.

**Which string will break first?**

If the lower string is pulled slowly, the upper string eventually breaks, because it supports both the applied force and the hanging weight. However, if the lower string is suddenly jerked, it is the one which breaks.

**Why is tension equal to centripetal force?**

When a car drives around in circles on level ground, the centripetal force is a frictional force. When we whirl a ball around on a string, the centripetal force is a normal force of the string on the hook it's tied to, and the magnitude of this normal force is equal to the tension in the string.

**Is tension constant in circular motion?**

2 undergoing uniform circular motion. Thus, we find that the tension in the string increases with the square of the speed, and decreases with the radius of the circle. Figure 6.3.

**Is tension always upward?**

The direction of tension is the pull which is given the name tension. Thus, the tension will point away from the mass in the direction of the string/rope. In case of the hanging mass, the string pulls it upwards, so the string/rope exerts an upper force on the mass and the tension will be in the upper side.

**What factors affect the force of tension in a pendulum?**

The only two factors that affect a pendulum's frequency are the acceleration due to gravity (g) and the length of the pendulum's string (L).

**How do you find tension force in circular motion?**

**What will happen if the string breaks?**

Newton's laws indicate that an object in motion tends to stay in motion, unless acted upon by another force. If the string breaks, the centripetal force can no longer act on it, and the inward pull disappears.

**Is tension equal throughout a rope?**

The tension in the rope is constant if its force does not have to be used to accelerate anything else, including itself. Therefore, if it has negligible mass and is held taut between two points, the tension will be considered constant throughout.

**Does length affect tension?**

The lengths of the strings do not affect the tension.

**How do you find maximum tension in circular motion?**

The maximum tension is at the bottom. Centripetal force = constant (constant speed) = mv^{2}/r = 192 N. (I have assumed g = 9.81 m/s^{2}). (b) The object will be at the bottom where the gravitational attraction (weight) is no help in keeping the object moving in a circle.

**How do you find the lowest point tension?**

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