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Y = mx + c.

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Presentation on theme: "Y = mx + c."— Presentation transcript:

1 y = mx + c

2 Equation of a Straight Line
Is in form y = mx + c Ex 1 y = - ¾ x + 2 m = - ¾ , y int (0 , 2) Ex 2 m = 9, y int (0 , -8) y = 9x - 8 gradient Y intercept (0 ,?)

3 Applying new knowledge
Line goes through (0 , 7) and is to y = 4x + 2. Equation? perpendicular need gradient m = - ¼ (m1m2 = -1) y intercept y = - ¼x + 7

4 And There’s More What angle does line 2y = 6x + 4 make with the x axis? m = tanθ 2y = 6x + 4 y = 3x + 2 m = 3 tanθ = 3 θ = tan-1(3) = 71.60 m?

5 Special Cases (annoying lines!) y (0 , 4) Horizontal lines Y = 0x + 4
m = 0 x

6 Special Cases (really annoying!) No y intercept! y Vertical lines
(2 , 4) m = ∞ x (2 , 0) (2 , -2)

7 Special Cases (really annoying!) No y intercept! y Vertical lines
(2 , 4) m = ∞ x (2 , 0) (2 , -2) Equation x = 2

8 Annoying Lines Equations
Horizontal Lines (m = 0) are in form y = ? (i.e no x) Vertical lines (m = ∞) are in form x = ? (i.e no y) y Y = 5 (0 , 5) (7 , 0) x X = 7


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