Not a function: “one to many“. In other words, let’s say you had one x-value that maps to many y-values. For example, — in coordinate notation — (2,1) and (2,10). If the first number (the x-value) repeats,
1] (Huebner et al., 2001). They provide an alternative way of representing cubic curves, allowing the curve to be defined in terms of endpoints and derivatives at those endpoints (Buss, 2003).
It appears the sequence of partial sums is bounded (≤1). Step 3:Evaluate bn to see if it decreasing. One way to do this is to graph the function (I used Desmos.com): Clearly, the function (and therefore the sequence) is decreasing and the limit as n→∞ is 0. Therefore, this ...