What’s the maximum number of pieces that can be obtained with 17 cuts without putting the pieces one above another? Here, we can split 17 as 5, 6 and 6 which is the most equally distributed case. So the number of pieces will be (5 + 1) (6 +1) (6 + 1) = 294.
What is the maximum number of pieces that can be obtained with 20 cuts?
For maximum number of pieces cuts has to be 6, 7 and 7 and maximum number of pieces is (6 + 1)(7 + 1)(7 + 1) = 7 x 8 x 8 = 448. Minimum number of pieces is 20 + 1 = 21.
What is the maximum possible number of pieces in to which a cube can be cut by 11 cuts?
Let’s say, 11 cuts along x-axis and 1 cut along y. The total number of pieces formed is (11+1)*(1+1) = 24.
What is the maximum number of pieces that can be made with 3 cuts?
What is the maximum number of identical pieces that can be obtained now by making 3 more cuts in any direction? 66 pieces.
What is the minimum possible number of cuts required to cut a cube into 48 pieces a 7 cuts B 8 cuts C 9 cuts D 10 cuts?
Correct Option: B For maximum number of pieces cuts has to be 6, 7 and 7 and maximum number of pieces is (6 + 1)(7 + 1)(7 + 1) = 7 x 8 x 8 = 448. Minimum number of pieces is 20 + 1 = 21.
What is the least number of cuts required to cut a cube into 64 identical pieces?
Answer: Step-by-step explanation: 4x4x4=64 so 4 parts on each side. 3 cuts will make 4 parts.
What is the least number of cuts required?
Now from the factors itself we can see (4-1) i.e. one less than daigonals cuts vertically are possible, (5-1) i.e. one less than sides cuts are possible from top and (5 – 1) cuts are possible horizontally therefore (3+3+4) which gives 11 cuts therefore the least number of cuts required is 11 cuts.
What is the maximum number of identical pieces a cube can be cut into by 10 cuts?
Answer: We will be able to cut up a cube into (maximally *) 8^5 = 2^15 = 32,768 smaller cubes of identical size. This is more than the intuitive cutting of 5 cuts in each of the three main directions, which gives only 6^3 = 216 identical cubes.
What is the least number of cuts required to cut the cube into 24 identical pieces?
The easiest case is slicing down through the top to get 6×4 vertical cuboids. This gives you 24 identical elongated cuboids with (6–1) + (4–1) or 8 cuts. 2x3x4: 2×3 on top, one in the middle. 1+2+3=6 cuts.
Can you cut a pizza into 11 pieces with four straight cuts?
A maximum number of 11 slices is attainable with 4 straight cuts. A maximum number of 16 slices is attainable with 4 straight cuts. Assuming that after each slice cut we can put all slice on top of each other.
What is the maximum pieces with 10 cuts?
Basic math, 2^10=1024.
What is the least number of cuts?
What’s the minimum number of cuts?
Hence, there are 6 minimum cuts is required. # learn more: A cube is formed of 216 smaller cubes. If the longer cube is cut across both of its diagonals, then how many smaller cubes will be cut ?
What is the least number of cuts required to cut a cube?
∴ minimum 9 cuts have to be made to get 60 identical pieces.
What is the minimum cuts required to cut a cube into 50 identical pieces?
so totals cuts = 2+3+6= 11(least cuts) hence answer is option 1)11.
What is the least number of cuts required to cut a cube into 100 identical pieces?
Answer: 11 cuts. Step-by-step explanation: The solution to this question is pretty easy first of all we have to see how many identical pieces are required.
What is the maximum amount of pieces you can cut a pie into using only four straight cuts?
A maximum number of 16 slices is attainable with 4 straight cuts. Assuming that after each slice cut we can put all slice on top of each other.
What is the maximum number of slice a watermelon with 10 cuts?
What is the answer of brain out level 86?
Here’s the solution for Brain Out Level 86 Form a smallest possible number. Answer: Drag the first line up and then type 999 so the answer will be -999. About Brain Out Game: “What is your IQ level?
What is the least no of cuts required to cut a cube into 24 identical pieces?
This gives you 24 identical elongated cuboids with (6–1) + (4–1) or 8 cuts. 2x3x4: 2×3 on top, one in the middle. 1+2+3=6 cuts. That’s all there is, so the winner is 6 cuts.
