# Readers ask: When A Car Goes Around A Curve What Force Keeps The Car On The Road?

Contents

- 1 What is the motion of a car driving around a curve?
- 2 What forces affect motion along a curved path?
- 3 What happens if you break during a curve?
- 4 How fast can the car go without slipping?
- 5 Why do projectiles move in a curved path?
- 6 Is acceleration constant in uniform circular motion?
- 7 What do you call the curved path of the object?
- 8 What should you do when approaching a curve?
- 9 Are you supposed to accelerate while turning?
- 10 How do you negotiate a curve when driving?
- 11 Will the acceleration of a car be the same?
- 12 How do I stop my car from skidding?
- 13 How do you find tangential acceleration?

## What is the motion of a car driving around a curve?

Welcome to Our Quick & Easy Driving Information Guide Centripetal force is necessary for an object to move with circular motion. Centrifugal force results in strong outward pull on your vehicle. So what you need to do before entering a curve is slow down.

## What forces affect motion along a curved path?

Centripetal force is a force acting on a moving object causing it to move in a curved path, overcoming the object’s inertia.

## What happens if you break during a curve?

Braking on a curve may cause you to skid. Reduce speed before entering the curve, and slowly lighten the pressure on the brake until reaching the apex point (where the car is closest to the inside of the curve line).

## How fast can the car go without slipping?

The maximum velocity for the car is about 12 m/s.

## Why do projectiles move in a curved path?

Air resistance and gravity are the only forces acting on a projectile. The combination of an initial forward velocity and the downward vertical force of gravity causes the ball to follow a curved path.

## Is acceleration constant in uniform circular motion?

Acceleration is a change in velocity, either in its magnitude—i.e., speed—or in its direction, or both. In uniform circular motion, the direction of the velocity changes constantly, so there is always an associated acceleration, even though the speed might be constant.

## What do you call the curved path of the object?

The motion of an object moving in a curved path is called curvilinear motion. Example: A stone thrown into the air at an angle. Curvilinear motion describes the motion of a moving particle that conforms to a known or fixed curve.

## What should you do when approaching a curve?

When approaching a curve, slow down appropriately and position your car to the side of your lane which is opposite the direction of the curve. If the road winds to the right, for example, move to the left side of your lane.

## Are you supposed to accelerate while turning?

Common driving wisdom holds that you get more traction during a turn when you are accelerating. For many drivers, it’s standard practice to decelerate before entering a turn, then accelerate once they are half way through (past the apex).

## How do you negotiate a curve when driving?

DO IT BEFORE YOU ENTER THE CURVE.

- Keep slightly to the right of the lane center on right curves and in the middle of your lane on left curves.
- The sharper the curve, the more you need to reduce your speed.
- Look for traffic coming from the opposite direction.

## Will the acceleration of a car be the same?

6) Will the acceleration of a car be the same if it travels around a sharp curve at 60 km/hr as when it travels around a gentle curve at the same speed? Answer: No the acceleration will be greater for the sharp curve than for the gentle curve.

## How do I stop my car from skidding?

You should take your foot off the accelerator and steer in the direction your car is sliding. If the back of your car starts to fishtail to the right, gently turn the wheel in that direction. When you feel like your car has traction, slowly straighten the wheels until you recover total control. Avoid using the brakes!

## How do you find tangential acceleration?

The tangential acceleration = radius of the rotation * its angular acceleration. It is always measured in radian per second square. Its dimensional formula is [T^{–}^{2}].