Question 1151406


Function 1: {{{y=(6/5)x+2}}}->slope {{{m=(6/5)=1.2}}}, x-intercept is {{{-10/6=-5/3}}}, and y-intercept is {{{2}}}
Function 2: {{{x= y}}}->slope {{{m=1}}}, x-intercept is {{{0}}}, and y-intercept is {{{0}}}

I am not sure about given table, but these points do not lie on ether of given lines

{{{-4 }}}| {{{-12}}}..............{{{-12=(6/5)(-4)+2<>-14/5}}}, {{{-4<>-12}}}...point is not on ether line
{{{-2}}} | {{{-9}}}..............{{{-9=(6/5)(-2)+2<>-2/5}}}, {{{-2<>-9}}}...point is not on ether line
{{{0}}} | {{{-6}}}.........same answer
{{{2}}} | {{{-3}}}
{{{4}}} | {{{0}}}

Which statement is true?

B The slope of function 1 is greater than the slope on function 2.