A line's equation is given in point-slope form: y = 2 ( x + 3 ) − 10

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A line&#039;s equation is given in point-slope form:  y  =  2  (  x  +  3  )  −  10

Jaylen Mcmahon · Accepted Answer

y  =  2  (  x  +  3  )  −  10    y  =  2  x  +  6  −  10    y  =  2  x  −  4it is of the form :- y = mx + cwhere m = slope and c = y - interceptso from compairing, we get , m = 2 , c = -4so slope of the line = 2the line is given as  y  =  2  (  x  +  3  )  −  10    y  +  10  =  2  (  x  +  3  )this equation of line is written in point slope form , i.e.,  y  −      y    1    =  m  (  x  −      x    1    )where m = slopeand this line means, a line joining the points, (x,y) and   (      x    1    ,      y    1    )so from comparison, we get :-      y    1    =  −  10      x    1    =  −  3so apparent point = (-3,-10)

A line's equation is given in point-slope form: y = 2(x + 3) - 10

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