The equation of the line passing through (1947,1957)and (2017,2018) is...
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first of all find slope joining by (1947, 1957) and ( 2017, 2018)
e.g slope = ( 2018 -1957)/( 2017-1947)
= 61/70
now, equation of line ,
( y -1957) = 61/70( x -1947)
70( y -1957) = 61( x-1947)
70y -61x = 61× 1947 - 70× 1957
61x - 70y = 18223
e.g slope = ( 2018 -1957)/( 2017-1947)
= 61/70
now, equation of line ,
( y -1957) = 61/70( x -1947)
70( y -1957) = 61( x-1947)
70y -61x = 61× 1947 - 70× 1957
61x - 70y = 18223
Answered by
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LET POINTS BE A(1947,1957)AND B(2017,2018)
Slope of AB=2018-1957/2017-1947=61/70
Equation of AB=(y-1957)=61/70(x-1947)
70(y-1957)=61(x-1947)
70y-70*1957=61x-61*1947
70y-61x=-118767+136990
-61x+70y=18223
-61x+70y-18223=0
61x-70y+18223=0
Slope of AB=2018-1957/2017-1947=61/70
Equation of AB=(y-1957)=61/70(x-1947)
70(y-1957)=61(x-1947)
70y-70*1957=61x-61*1947
70y-61x=-118767+136990
-61x+70y=18223
-61x+70y-18223=0
61x-70y+18223=0
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