It is easier to turn along a curve path of larger radius because the wider turn allows for smoother and less abrupt changes in direction. On the other hand, a curve path with a shorter radius requires sharper turns, which can lead to a higher likelihood of skidding or losing control. Additionally, the centrifugal force experienced when turning on a curve with a larger radius is less pronounced compared to a curve with a shorter radius.
The magnitude of centripetal force is calculated by the relation Fc=mv2/r where m is mass of the object,v speed of the object (constant) and r radius of the curved path.If the radius of curved path is large then centripetal force is decrease. Therefore it is easy to turn along a curved path of large radius as compared to a curved path of short radius.
The mechanical advantage of a doorknob can be found by dividing the radius of the doorknob (distance from the center to where you apply force) by the distance from the pivot point of the doorknob to where the latch engages with the door frame. This ratio represents how much easier it is to open a door using the doorknob compared to directly pushing/pulling the door.
A lens with a large radius of curvature allows for a greater region of interference fringes to be observed, making it easier to measure the diameter of the rings accurately. This increases the precision of the experiment and reduces errors in measurement. Additionally, a large radius of curvature reduces the curvature of the lens surfaces, leading to more uniform and symmetrical interference patterns.
In a large curvature lens radius, the focal point moves further away from the lens. This means that the focal length increases, resulting in the light rays converging to a point further from the lens surface.
In Newton's ring experiment, a plano-convex lens with a large radius of curvature is used to ensure that the interference fringes produced between the lens and the flat glass plate can be easily observed and analyzed. The large radius of curvature helps in creating distinct and well-defined interference patterns, which are essential for accurate measurement and analysis of the rings.
The magnitude of centripetal force is calculated by the relation Fc=mv2/r where m is mass of the object,v speed of the object (constant) and r radius of the curved path.If the radius of curved path is large then centripetal force is decrease. Therefore it is easy to turn along a curved path of large radius as compared to a curved path of short radius.
by radius yes, 2nd largest
The alkali metal with an atomic radius of 238 pm is potassium (K). Its large atomic radius is due to the added electron shells compared to other alkali metals in the same period.
The radius is the large bone in the arm.
There is an inside radius and an outside radius. Both are the radius of the curve required by the car to maximize the turning capabilities of the vehicle. The variables are the length of the vehicle and turn angle of the tires relative to the body of the car. So a typical car would be much less than a large truck. All makes and models vary.
Polaris has a radius which is around 5000 as big and so it occupies a volume which is approximately 125 billion times as large.
The atomic radius of iodine is larger than the atomic radius of potassium. This is because as you move down a group in the periodic table, atomic size increases due to the addition of more electron shells. Iodine is located below potassium in the periodic table, hence it has a larger atomic radius.
all atoms are generally the same size, so "large atoms" would mean molecules.
The diameter is twice as large as the radius.
francium
The approximate size of a sodium atom is about 0.186 nanometers (nm) in radius. Sodium is a relatively large atom compared to hydrogen or helium because it has more electrons and protons, leading to a larger atomic radius.
right