Two objects perform semicircular curves, keeping the modules of their velocities constant. The radii of the curves are different, but the time each object takes to perform them is the same. Considering that the radius of the curve performed by object 1 is twice the radius of the curve performed by object 2, the relationship between the intensities of the centripetal forces $$F_{1}$$ and $$F_{2}$$ acting, respectively, on objects 1 and 2 is:

Two objects perform semicircular curves, keeping the modules of their velocities constant. The radii of the curves are different, but the time each object takes to perform them is the same. Considering that the radius of the curve performed by object 1 is twice the radius of the curve performed by object 2, the relationship between the intensities of the centripetal forces 

 acting, respectively, on objects 1 and 2 is:

Question about Kinematics: Centripetal Acceleration

Subject Physics

Physics

Source CEDERJ

CEDERJ

Topic Kinematics: Centripetal Acceleration

Kinematics: Centripetal Acceleration

Difficulty Medium

Medium

(CEDERJ 2019) - Question Medium of Physics