Login or Sign Up

Ask a New Question

A student opens a 12.0 kg door If the door is 2.00 m in height and 1.00 m wide what is the moment of inertia of the door about its hinges. The equation for moment of inertia about the hinges is I =1/3 mr^2 should i use the the width or the height as my r i think it should be the width i am not 100% sure though.

Use the width, 1.00 in this case. "r" is the door's dimension perpendicular to the axis of rotation

Similar Questions

A metal door can expand by up to 0.3% of its height and width in hot summer temperatures. If the door expands to more than the

Top answer: To determine which door will best fit the door frame and still open and close properly in the Read more.
A metal door can expand by up to 0.3% of its height and width in hot summer temperatures. If the door expands to more than the

Top answer: To determine which door will fit the door frame and still open and close properly in the summertime, Read more.
Suppose you're on a game show, and you're given the choice of three doors: Behind one door is a car; behind the others, goats.

Top answer: Ah, the famous Monty Hall problem. If you google "Monty Hall problem" , you will get many Read more.
3. In the first sentence, the author refers to the door as “discreet.” What can you determine from this description?A. The

Top answer: A. The door is quiet. Read more.
You come home after dark, and porch light is out. You cannot tell which key opens the door.. you randomly try the 5 keys on your

Top answer: prob of picking the right key = 2/5 prob of opening on first try = 2/5 prob of opening on 2nd try = Read more.
A metal door can expand by up to 0.3% of its height and width in hot summer temperatures. If the door expands to more than the

Top answer: To ensure that the metal door can still open and close properly during hot summer temperatures, we Read more.
there are 5 locked doors and 3 keys. each key opens one and only one door and no two keys open the same door. tanya chooses a

Top answer: 12 Read more.
Henry is building a front door. The height of the door is one foot more than twice its width. If the door is seven feet high,

Top answer: h = 2w + 1 7 = 2w + 1 7 - 1 = 2w + 1 - 1 ---> 6 = 2w 6/2 = 2w/2 3 = w or w = 3 Read more.
A door, essentially a uniform rectangle of height 2.00 m, width 0.78 m, and weight 136.0 N, is supported at one edge by two

Top answer: To calculate the horizontal components of the forces on the two hinges, we will use the concept of Read more.
A door, essentially a uniform rectangle of height 2.00 m, width 0.78 m, and weight 136.0 N, is supported at one edge by two

Top answer: I wish I understand what you think you don't know. the door has a center of gravity. You can label Read more.