Investigation on Cargo Introduction In this investigation I will be finding out how many labels are on an exposed side of a 3x3x3 cube when 27 small cubes are put together to make the large 3x3x3 cube. Method I will first start to count the number of small cubes out of the 27; have no labels, 1 label, 2 labels and 3 labels. Once I have done this I will the do the same for a 4x4x4 cube, 5x5x5 cube and finally a 6x6x6 cube and see if I can find a pattern. When I have found a pattern I will try to work out a formula and test if it works. 4x4x4 [IMAGE] [IMAGE][IMAGE][IMAGE][IMAGE] [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE] 3x3x3 [IMAGE][IMAGE][IMAGE][IMAGE] [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE] Key [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE] [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE] 3 labels [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE]2 labels [IMAGE][IMAGE][IMAGE][IMAGE] 1 label [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE]No labels [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE] 6x6x6 [IMAGE] [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE] [IMAGE][IMAGE][IMAGE][IMAGE][IMAGE][IMAGE] 5x5x5 [IMAGE] [IMAGE] [IMAGE] [IMAGE]
and the size of the marble chips the same, I will count out the number
PREDICTION: I think that the shape with the area of 6 cm2 will have 61
Brandon: 1/9 is a bigger piece than 1/12. So 3/9 is going to be bigger than 2/12. (SR6)
· Collect 3 cylinders, and then cut them into 6 pieces of 3 cm with a
One design that we discussed consists of a tower with a rectangular base, two layers of rectangular prisms atop that base, and a pentagonal prism on the top of the structure. This design would provide the necessary support at the base and is also easy to make in twenty minutes. However, it would be lacking in height if we were to make it to the second round of the contest. Nonetheless, this design is self-standing, strong enough ...
Multiply the height of the tissue box by the width after adding one-quarter inch for the seams. Measure the top of your box and obtain the width and the height. Add one quarter inch to each measurement and then multiple them together. Add the measurement of your two results together. This is the total amount of fabric you need for the project. Double this amount to make sure there is enough fabric.
The Intermodal Shipping Container is a large steel box that was created to transport goods by train, truck, or ship for around the last 50 years. The pioneer of this revolutionizing box goes is a man by the name of Malcom McLean who began his transportation interest with his trucking company (McLean Trucking) that he built into one of the nation’s largest. From there, he developed the steel container in 1956, which replaced the previous loading and unloading method known as the “Break Bulk Method.” The Break Bulk Method was a much less efficient method where all goods are loaded individually using bags, boxes, drums, crates, or barrels instead of unified large containers. This method definitely being much more time consuming and risky with respect to increased theft or damage.
Label 3 specimen tubes A B and C. Add your name to all 3. Using a
A cube a total of 6 sides, when it is places on a surface only 5 of
on the entire left side of the triangle (column 3) to represent n things going into groups of 0. There is only one way to do this, so every cell with a blank box can be said to have one item in it. I am using a box because it does not have a specific “value” but it is more of a holding place for new elements. In cell (B, 4), I placed an “a” because this represe...
An open box is to be made from a sheet of card. Identical squares are
The corner and edge pieces use their extensions to fill the cavity left by the core to forge the form and framework of a regular cube, support adjacent cubies, and ultimately maintain the shape and mechanics reserved in a conventional Rubik’s cube. Each face of the cube is indicated with unique, solid color or pattern. The center piece, immobile in relation to the core, is the center of the face, and the edges and corner pieces become the edges and corners of the face. The extension off the center piece is directly inserted onto core’s octagonal face and, more precisely, octagonal extensions. The other extensions fit the remaining space to support the cube’s framework and complete the internals of the cube, allowing for optimal movement of the cube. (“Illumin”) Edges and Corners, on any face, can rotate to any displacement on the Rubik’s due to their adjacency to the center piece, which is attached to the octagonal extensions, allowing free movement and rotation. Also, with the help of other extensions (edge and corner), the symmetry and compatibility of all components allows for horizontal and vertical rotation of all cubies while maintaining a sustained structure. This allows the movement of any cubie in any direction and, thus, its potential presence in any suitable, compatible displacement on the Rubik’s cube. (“How a
3 + 5 + 4 + 4 + 5 + 3 + 4 + 5 + 4 + 4 + 5 + 4 + 5 + 5 + 4 + 4 + 4 + 2
x 3, 4 x 4 x 4, 5 x 5 x 5, 6 x 6 x 6, 7 x 7 x 7, 8 x 8 x 8, 9 x 9 x 9)
I have also included in this diagram the labels c, x and y, these show