Which function has the same end behavior as x approaches infinity as the function graphed here?
A rational function were one intercepts f of x at (0, 0.7) and x-axis at (0, 0.1) passing parallel to the f of x, the second line passes f of x at (0.4, 2) and x-axis at (2, 1.2)
A. q(x) = 4(0.5)^x + 3
B. n(x) = 2(3)^x - 3
C. p(x) = -2(2)^x + 3
D. m(x) = -(0.3)^x - 3
The function in the graph starts in the positive y-axis, passes through the point (0.4, 2), and approaches the x-axis as x approaches infinity. Therefore, the end behavior of the function is that it approaches the x-axis (y = 0) as x approaches infinity.
The function that has the same end behavior is D. m(x) = -(0.3)^x - 3