From the base definition of mass, center of mass and moment of inertia. i want you to find the equation for the following 1. for a uniform rod of length i with a constant linear density (à), what is the a. i. mass? i. center of mass? ii. moment of inertia from the left end of the stick? b. for a non uniform, rod of length l with a linear density of λ(x) = λ。+ bx, where x is the distance from the left end of the stick, what is the i. mass ii. center of mass? iti. moment of inertia from the left end of the stick? c. a cone with a uniform density (tho), length l. and a base diameter d, what is the i. mass ii. center of mass? ii. moment of inertia about the line along the center length of the cone, as it spun like a top on its point? a meterstick is initially standing vertically on a frictionless floor. a small gust of wind makes it begin to fall. at what angular velocity will it hit the floor? (hint we don't care about time.) 2.