Problem 2 In a world of alternative facts, an alternative math was created. In this new math, all operations are integer calculations, square root is replaced by a division by two and subtractions are the same as additions. The result of such chaotic math is that a solution to a quadratic equation where the coefficient for X is one (A=1), usually represented by X=[-BASQRT(B? - 4C)]2 becomes X= [B+ (B*B+ 4C)/27/2 So, for example, if B and C are 3, X = 6. Another example, if C-2 and B=3, then X-5. Your job is to design a device that can calculate the value of x for an alternative math quadratic equation where A=1 and B and C are two 2-bit numbers which are input to the device. The device has four inputs equivalent to the two values to be operated on, and three output bits to indicate the answer. You must turn in the Boolean expression used to design the circuit (Do not design the circuit). Make sure that your expression has been simplified using Karnaugh map. The diagram below shows the conceptual specification. You must assume that a two bit number is written B, Bo, so if B=2, then B =1 and Bo=0 Xi 1111 Problem 2 In a world of alternative facts, an alternative math was created. In this new math, all operations are integer calculations, square root is replaced by a division by two and subtractions are the same as additions. The result of such chaotic math is that a solution to a quadratic equation where the coefficient for X is one (A=1), usually represented by X=[-BASQRT(B? - 4C)]2 becomes X= [B+ (B*B+ 4C)/27/2 So, for example, if B and C are 3, X = 6. Another example, if C-2 and B=3, then X-5. Your job is to design a device that can calculate the value of x for an alternative math quadratic equation where A=1 and B and C are two 2-bit numbers which are input to the device. The device has four inputs equivalent to the two values to be operated on, and three output bits to indicate the answer. You must turn in the Boolean expression used to design the circuit (Do not design the circuit). Make sure that your expression has been simplified using Karnaugh map. The diagram below shows the conceptual specification. You must assume that a two bit number is written B, Bo, so if B=2, then B =1 and Bo=0 Xi 1111