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Q1:
Write, in the form π¦ = π π₯ + π , the equation of the line through ( β 1 , β 1 ) that is parallel to the line β 6 π₯ β π¦ + 4 = 0 .
Q2:
Write, in the form π¦ = π π₯ + π , the equation of the line through ( 1 , 2 ) that is parallel to the line 3 π₯ β 3 π¦ + 7 = 0 .
Q3:
Write, in the form π¦ = π π₯ + π , the equation of the line through ( β 2 , 3 ) that is parallel to the line β 3 π₯ β π¦ + 9 = 0 .
Q4:
Find, in slope-intercept form, the equation of the line parallel to π¦ = β 8 3 π₯ + 3 that passes through point π΄ ( β 3 , 2 ) .
Q5:
Find, in slope-intercept form, the equation of the line parallel to π¦ = 9 1 0 π₯ + 4 that passes through point π΄ ( 1 , 5 ) .
Q6:
Find, in slope-intercept form, the equation of the line parallel to π¦ = β 1 8 π₯ + 4 that passes through point π΄ ( β 1 , 5 ) .
Q7:
A straight line πΏ has the equation π¦ = β 2 π₯ β 3 . Find the equation of the line parallel to πΏ that passes through the point ( 1 , 3 ) .
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