WeBWorK Standalone Renderer

Match the functions $f(x)$ , $g(x)$ and $h(x)$ , whose values are given in the table below, with the formulas $y = a (1.4)^x, \qquad y = b (1.09)^x, \qquad y = c (1.03)^x,$ assuming $a$ , $b$ and $c$ are constants. Note that the function values in the table have been rounded to two decimal places.

$\quad x\quad$	$\quad f(x)\quad$	$\quad x\quad$	$\quad g(x)\quad$	$\quad x\quad$	$\quad h(x)\quad$
2	3.56	0	2	1	1.03
3	3.89	1	2.8	2	1.06
4	4.23	2	3.92	3	1.09
5	4.62	3	5.49	4	1.13
6	5.03	4	7.68	5	1.16

$y = a (1.4)^x$ is the function
$y = b (1.09)^x$ is the function
$y = c (1.03)^x$ is the function

You can earn partial credit on this problem.