Teresa graphs the following 3 equations: y=2^x, y=x^2+2, and y=2x^2. she says that the graph of y=2^x will eventually surpass both of the other graphs. is teresa correct? why or why not? a. teresa is correct. the graph of  y=2xy=2x  grows at an increasingly increasing rate, but the graphs of  y=x2+2y=x2+2  and  y=2x2y=2x2  both grow at a constantly increasing rate. therefore, the graph of  y=2xy=2x  will eventually surpass both of the other graphs. b. teresa is not correct. the graph of  y=2xy=2x  grows at an increasing rate and will eventually surpass the graph of  y=x2+2y=x2+2.however, it will never surpass the graph of  y=2x2y=2x2  because the  yy-value is always twice the value of  x2x2.c. teresa is not correct. the graph of  y=2x2y=2x2  already intersected and surpassed the graph of  y=2xy=2x  at  x=1x=1.once a graph has surpassed another graph, the other graph will never be higher.