Answer:C
Explanation:
Given
Person is moving in a ferris Wheel
suppose the radius of wheel is r and [tex]\omega [/tex] is the velocity of wheel
At top Centripetal Force is acting downward thus net weight
[tex]R_t=F_{net}=mg+m\omega ^2\cdot r[/tex]
At Bottom
Centripetal Force is acting upwards thus
[tex]R_{b}=F_{net}=mg-m\omega ^2\cdot r[/tex]
At Middle Centripetal acceleration is acting towards center and is parallel to ground thus
[tex]R_{m}=F_{net}=mg[/tex]
Thus [tex]R_t>R_m>R_b[/tex]