How do you write #y+1/3=5/6(x+2/5)# in slope intercept form?
1 Answer
Jan 20, 2017
Explanation:
Slopeintercept form looks like:
where
and

Expand the left side of the equation:
#y+1/3=5/6x+10/30# 
Reduce the fraction
#10/30#
#y+1/3=5/6x+color(red)(1/3)# 
Subtract
#1/3# from both sides of the equation:
#y+1/3 color(red)(1/3)=5/6x+1/3 color(red)(1/3)# 
Simplify:
#y=5/6x+color(red)(0)#