no - imagine 60 tiny 1cm x 1cm x 1cm cubes. Then imagine you have 60 of them. That many tiny cubes does not fill a whole backpack.
3x3x8=72 cubes 63 Cubes
That depends on the box.
488 cubes
If they are all the same size, the surface area is just the total surface area, which is 6 (faces) x edge x edge - that is the area of one face, (the length of one edge times itself as cubes have square faces) x the number of faces (6) x the number of cubes (3). Then subtract fom this the area not exposed, which is the top face of the bottom cube, top and bottom of the middle cube and bottom face of the top cube - so that's 4 faces. So the formula boils down to: 6 x 3 x edge x edge - 4 x edge x edge ... or ... 14 edge² If they are different sizes: 1. Work out the total area of each cube. 2. Between the bottom and middle cube, take the smaller and that face is hidden on both cubes, so subtract twice this face. 3. Do the same for the top and middle cubes.
no - imagine 60 tiny 1cm x 1cm x 1cm cubes. Then imagine you have 60 of them. That many tiny cubes does not fill a whole backpack.
i imagine the chunks are acetaminofen precipatate from the elixir cooling
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3x3x8=72 cubes 63 Cubes
Reusable ice cubes are typically filled with distilled water or a non-toxic gel (such as polyethylene glycol) that can freeze and keep drinks cold without diluting them as traditional ice cubes would. Some reusable ice cubes are also filled with a non-toxic gel that can retain cold temperatures longer than water.
Beach Cruiser CocktailDirectionsPour spiced rum, pineapple juice and cranberry juice into a cocktail shaker half-filled with ice cubes. Shake well. Strain into a Collins glass filled with ice cubes, garnish with a pineapple wedge, and serve
That depends on the box.
You can call it a cocktail on the rocks.
650 °C
Well, isn't that just a delightful little stack of cubes you're imagining! To build a stack that is 3 cubes long, 2 cubes high, and 4 cubes deep, you would need a total of 24 cubes. Just imagine all the happy little details you could add to each cube as you stack them up!
I am assuming that your question states that the top and sides are painted red but the bottom isn't. If so, the answer is:- There are no cubes with 4 faces painted, the most that can be painted is 3 for the ones on the corners. There are 4 corners at the top of the cube that will have their top and 2 sides painted. Therefore there are 4 cubes with 3 painted. The cubes at the corners on the second and third row down will have 2 faces painted, as will the middle cubes on the top row so there are 12 of them in this puzzle. The cube in the middle of each painted face will have just one face painted so this is 5 (assuming the bottom isn't painted). The cubes in the middle of the bottom row will also have one face painted. This brings the total to 9 That is the total of cubes that have paint on them... 4+12+9 = 25 There are 27 cubes in your puzzle so only 2 have no painted faces. The cube right in the middle and the cube in the middle of the bottom layer.
These are known as gabions. Please see the related link.