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Indicate in standard form the equation of the line passing through the given points. E(-2, 2), F(5, 1) _ _ _ y = _
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This can be done in two ways. 1). let the eqn of the line be \[y = mx + c\] substitute the given co-ordinates and solve the two simultaneous eqns for m an c 2). use the fact that gradiend of a st.line is constant \[(x-x^{'})/(y-y^{'}) = (x^{''}-x^{'})/(y^{''}-y^{'})\] where x',x'',y',y'' are the cordinates of the given points
got it?
What would M be?
what did u get?
Nevermind.
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didnt u try? should i give u some time o continue?
ok. the answer is /[7y + x = 12/]
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