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I need to know exactly how to write "find the equation of the line below"

I Need To Know Exactly How To Write Find The Equation Of The Line Below class=

Sagot :

Answer:

y = -4/5x + 14/5

Step-by-step explanation:

Point (6,-2) and (-4,6)

Slope = (6- - 2) / (-4-6) = 8 / -10 = - 4/5

(The slope is negative because La línea is going downhill. Uphill is positive)

You can also find the slope in the graph: rise/run.

y-intersect (any point)

Point (6, -2) (any point)

y-Intercept: -2 - (-4/5)(6) = -2 + 24/5 = 14/5

Answer:

The general equation of the line is 4x+5y−14=0. the y=mx+c =  y = -4/5x + 14/5

Step-by-step explanation:

Step 1) Write down your coordinates =  ( -4,  6 )   and ( 6,  -2 )  Step 2) find the gradient  y2-y1/ x2 - x1 =  -2-6 / 6--4 =  -8/ 10 = -0.8  = - 4/5 = slope    However in the point slope formula we need to use 3 identities and as (0,  2.4) is present coordinate for y intercept  =  (2.4 - 6) / (0- -4 )= -3.6/4 = - 0.9  and  (-2 -2.4)/ (6-0)  =  -4.4/ 6 = - 0.733  we know y it crosses at 2.8 however it recognises it is a descending value (the paramount difference at 2nd point = -0.9  -0.7333= -0.1667 and widest point  0.2667 - 0.1667  = -1 would be our ascending parallel multiplier

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