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the-equation-3x-5-15-represents-a-straight-line-a-find-one-point-on-this-line-b-find-the-coordinates-of-the-points-when-the-line-cuts-the-x-axis-and-the-y-axis-c-find-the-gradient-of-this-line-




Question Number 32792 by Rio Mike last updated on 02/Apr/18
the equation   3x− 5=15 represents a straight line.  a) find one point on this line.  b)find the coordinates of the points when  the line cuts the x−axis and the y−axis  c)find the gradient of this line.
theequation3x5=15representsastraightline.a)findonepointonthisline.b)findthecoordinatesofthepointswhenthelinecutsthexaxisandtheyaxisc)findthegradientofthisline.
Commented by Joel578 last updated on 02/Apr/18
Did you mean 3x − 5 = 15 + y  or really 3x − 5 = 15?
Didyoumean3x5=15+yorreally3x5=15?
Commented by Rio Mike last updated on 02/Apr/18
i mean   3x −  5y = 15
imean3x5y=15
Answered by Joel578 last updated on 03/Apr/18
3x − 5y = 15  y = (3/5)x − 3    (a) x = 10 → y = 3  (b) Intersect with x−axis  → y = 0 → x = 5  (5,0)         With y−axis  →  x = 0 → y = −3  (0,−3)  (c) Gradient = coefficient x = (3/5)
3x5y=15y=35x3(a)x=10y=3(b)Intersectwithxaxisy=0x=5(5,0)Withyaxisx=0y=3(0,3)(c)Gradient=coefficientx=35

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