What are the #x# and #y# intercepts of the line #3x-2y=30#?

1 Answer
May 19, 2018

intercepts

#(0,-15),(10,0)#

Explanation:

#3x-2y=30#

#y#-intercept#rarrx=0#

#3xx0-2y=30#

#=>y=-15#

#x#-intercept#rarry=0#

#3x-2xx0=30#

#=>x=10#

intercepts

#(0,-15),(10,0)#

as can be seen by the graph

the intercepts are where the graph crosses the graph{3x-2y=30 [-18.12, 33.21, -16.48, 9.2]} axes