ANSWER QUESTIONS BELOW

To answer:

First: Draw free-body-diagram

Second: Write out equations from Free-body-diagram

Third: Set up & Solve

\f Sprin92023 ' Physics (11719) Rotational Motion /' Adrmmseev An ant of mass m clings to the 1im of a 2. 11 ywheel of radius 1 . as shown. The H} \"heel rotates clockwise on a horizontal shaft S with 3_ 1H constant angular velocity e; As the wheel rotates, the ant revolves past the stationary 4' IV points I, II. III. and IV. The ant can adhere to the wheel with a force much greater than It will be equally dicun for the anti its 0W1! \"light 5' to the wheel at all points. Ant i It. will be most difcult for the ant to adhere to the wheel as it revolvai past which of the four points? What is the magnitude of the minimum adheiou force necessary for the ant to stay on the ywheel at point III? Spring 2023 Physics (11719) ,1 Rotational Motion ,t' Administer its own weight. ' to the wheel at all points. I Ant l 1V9 +1] l o 111 It will be most difcult for the ant to adhere to the wheel as it revolves pan which of the four points? 1F=mw2r2+mg What. is the magnitude of the minimum 2, 13': mg adhesion force necessary for the am; to stay on the ywheel at point I I I 7 3' F = m \")2 r2 4- F=mwzr+mg L 5. F=mw2rmg 1*|2'|3*|4*l5*|6*|7*|8\"|9'l'|0*l11*|12*]13'li4*115*l16"'l * Indicates a slide with a question that hasn't been completed. Pie