To add the two polynomials, we presume that the singly linked lists have their nodes arranged in decreasing order of the exponents of the variable x. The objective is to create a new list of nodes representing the sum P1 + P2. This is achieved by adding the COEFF fields of the nodes of similar powers of variable x in lists P1 and P2 and adding a new node reflecting this operation in the resultant list P1 + P2. We present below the crux of the procedure. Here, P1 and P2 are the starting pointers of the singly linked lists representing

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