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myopenmath.com Score on last try: 1 of 2 pts. See Details for more. You can retry this question below The arithmetic pattern 2, 5, 8, 11, 14, ... is increasing by adding |3 to the previous term. In Pn notation, the subscript n counts how far out from the start or initial term a particular term is in the sequence, so P1 = 17 because this term is one term away from the start or initial term, Po = 2. In the notation Pn = 11 , the value for n is because 11 is three terms away from the start or initia term, Po = 2. Using the recursive pattern (adding), we can find P7 : P7 = The recursive formula for this pattern is: Pn = Pn-1 + This formula is the symbolic way of saying, to get the next term, Pn , we take the previous term (Pn -1 ) and add three. 14 13 12 10 OHNWAVIA YOU . The graph of this pattern shows (linear growth This graph occurs because the difference d between the terms is constant. The value of d is the slope of the graph. A positive value for d shows (growth