Take A Shower After Leg Waxing

Imagine being on a ship that moves with uniform rectilinear motion in one direction (no need to know neither the direction nor the speed). In a time sighted another vessel that moves with uniform rectilinear motion in one direction with the accident of your ship.

Do you have a problem! The two ships are " collision course? " that is, if neither of the vessels change their motion, there will be a time when you are in the same position?

you what you need to answer: a pair of binoculars with which you can see the details of the second vessel that can hold consistently pointed in any direction of sight.

Try to find the method by which to respond to your dilemma alarming!

Bonuses: 4 + for the correct solution; 1 + for any significant contribution.

Denise Austin Boot Camp Calories Burnt

collision course for the C IV

Question consequent to the task on Angular Momentum

exercising the rotating disk make the assumption that between the circle and the part intena there is friction. If the initial conditions remain the same: the internal disk and corona are in solidarity and in rotation, upon the mechanism that initially stopped outside the outer ring (no matter how that happens). What is the kinematics of different parts of the mechanism after the operation?

Deadline: Saturday, December 9 to 24.

Bonuses: + for action;

+ + for a significant intervention;

+ + + + for a remedial action.

Buo fun.

Titleist Ohio State Visor

Revenge of Sylvester

reserved Contribution to Class IV C.

The problem that I propose is a classic use of the concept of center of mass.
Consider a cage that contains, on a perch, the canary Tweety.
The cage is suspended from the ceiling by a spring and all Canary + Cage equilibrium is reached. Sylvester, now exasperated, takes aim and fires a gun Tweety shot to death. Tweety falls from its perch on the bottom of the cage. These are the questions:

1) During the fall of Tweety, the cage rises, falls or stays in the same position?

2) Once the canary is lying on the bottom of the cage and is back in balance, its position is lower, higher or unchanged compared to the previous case?

Bonuses:

for participation: +

for significant contributions even if not decisive: + +

for a complete solution of two questions: + + + +

Timing: 24:00 hours next Saturday.
Good job.