Answer:
isolating the constant 1
Step-by-step explanation:
Answer:
The intercept of the given points is -
Step-by-step explanation:
Given points as :
(
,
) = (
, - 7 )
(
,
) = ( - 4 , 5 )
Now, slope of line using given points can be written as :
Slope = m = 
or. m =
}[/tex]
or, m =
}[/tex]
or, m = 
Or, m = 
∴ m = 
So, The slope of the line using points = m = 
now, equation of line in slope intercept form can be written as
y -
= m × ( x -
)
or, y - 5 =
× ( x - ( - 4 ) )
or, y - 5 =
× ( x + 4 )
Or, 11 × ( y - 5 ) = - 24 × ( x + 4 )
Or, 11 y - 55 = - 24 x - 96
Or, 11 y = - 24 x - 96 + 55
Or, 11 y = - 24 x - 41
∴ y =
x -
Now, comparing with slope intercept equation
I.e y = m x + c , where c is the intercept
So, The intercept of points is -
Hence The intercept of the given points is -
Answer
To make it easier turn this equation into a slope. To do that you must get "y" by itself on one side of the equal sign. The "y" have to be positive. Then plot it out. Enter the "x" (1 for example) in the equation and solve to get "y". Then use the ordered pair to plot out the slope. Then you find a coefficient of "x" that matches the one in this equation and plot that out. If it's parallel then it's right. :)