Question 174142
Solve the given equation for y to get the slope-intercept form:


{{{x+5y=3}}}


{{{5y=-x+3}}}


{{{y=(-1/5)x+3/5}}}


Now you know that the slope of the given line is {{{-1/5}}}.  Parallel lines have equal slopes, so use the point-slope form of the line to determine the equation of the desired line.


{{{y-y[1]=m(x-x[1])}}}


{{{y-8=(-1/5)(x-3)}}}


{{{y-8=(-1/5)x+3/5}}}


{{{y=(-1/5)x+3/5+40/5}}}


{{{y=(-1/5)x+43/5}}}


Follow the same procedure to do the other one.