Integer Damath: 2 , -5, 8 , -11 , -7 , 10 , -3 , 0 , 4 , -1 , 6 , -9
Rational Damath: 2/10 , -5/10 , 8/10 , -11/10 , -7/10 , 10/10 , -3/10 , 0 , 4/10 , -1/10 , 6/10 , -9/10
Radical Damath: 144\8 , 100\2 , -81\32 , -121\18 , 64\2 , 36\32 , -25\18 , -49\8 , 16\32 , 4\8 , -\8 , -9\2
\ = square root
Polynomial Damath: 78xy2 , 66x2y , -45y , -55x , 36x2y , 28y , -15x , -21xy2 , 10y , 6x , -xy2 , -3x2y
11 in both opponents!!1
i dont know because i didn't play it yet....
can you explain fraction patterns
Ah, I see you're interested in Sci-Damath! It's a wonderful game that combines math and science in a fun and engaging way. The board is typically a grid where players can strategically place their pieces to solve equations and score points. It's a great way to sharpen your skills while having a good time with friends or family. Just remember, there are no mistakes in Sci-Damath, only happy little accidents!
Here is how it looks like. You can find it at the related link below
damath chips
thermo chips
12 Each Example you have 2 different color of the chips red and blue red - 12 blue - 12 = 24 the chips in damath is like an poker chips... u just ask in the store poker chips or damath chips or simply ask chips..
you answer
the dammath chips is like a chipmunks...
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64
11 in both opponents!!1
A standard Damath board typically consists of 24 chips, with 12 chips for each player. Each player uses a distinct color to differentiate their pieces. The chips are usually placed on the board's intersections, similar to a chessboard layout, allowing for strategic gameplay.
In polynomial damath, the arrangement of the chips typically consists of two sets of colored chips representing the two players, often placed on a grid or board. Each player has chips that denote variables, constants, or operations relevant to polynomial expressions. Players take turns to strategically place or move their chips to create polynomial equations or expressions that can outscore their opponent. The objective is to manipulate these arrangements effectively to achieve a winning polynomial expression.
2,-5,8,-11 -7,10,-3,0,4,-1,6,-9
i dont know because i didn't play it yet....