In Damath, a mathematical board game, the proper position of chips in the polynomial section is determined by the value of the polynomial expression being evaluated. Each chip represents a numerical value, and they are placed in the corresponding positions based on the coefficients and exponents of the terms in the polynomial. The chips are typically arranged in a row, with each chip representing a term in the polynomial expression, and their positions help players visually understand the algebraic operations being performed. Proper positioning of chips ensures accurate representation and manipulation of polynomial expressions during gameplay.
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The right hand is the proper position of the chips in Damath polynomial. The chips that are placed on the left hand are therefore in the wrong position.
2,-5,8,-11 -7,10,-3,0,4,-1,6,-9
Ah, chips in Radical Damath are used as markers to keep track of the players' moves on the board. They help players strategize and plan their next moves during the game. Remember, it's all about having fun and enjoying the game, so don't worry too much about winning or losing, just focus on the joy of playing.
0, -1/10, 2/10, -3/10, 4/10, -5/10, 6/10, -7/10, 8/10, -9/10, 10/10, -11/10
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Integers are #'s that are either positive or negative. For example, A positive # would be 3 or 1. A negative # would be -1 or -3. You can use chip models to help you when you subtract integers. lets pretend that a 3 is a red chip which is negative. And positive is 4 which is a positive. We are going to subtract -5 - (-13)= the parentithies are to make sure you don't get the signs mixed up. Here is the model. 33333 44444444444444 We would see how many 3's there are, negative chips which would be red. there are 5 so we take away 5 of the 4rs, positive chips which would be positive. Now this is what we get for the model. 44444444 That is the answer.