(-9,4) and (-10,2) standard form

Question

i need help wit some math big fella

 

Answer 1

Hi, Jackson,

     Using the Two-point form that Mark came up with, you can later turn it into the slope-intercept form.  For example, y=mx+b, where "m" is the slope and "b" is the y-intercept, where the line crosses the y axis.  Here are some next steps:

1.  Find the slope of the line (m) using the points given.  Note:  m= y₂ —y_{1       Call one point (}x₁,y₁) and                                                                                            x₂—x₁

the other point (x₂,y₂).  Then substitute values into the slope formula to find "m," the slope of the line.

 

2.  Take the slope-intercept form, y=mx+b, and substitute "m" into the m value.

3.  Take one of the points and substitute into the equation.  This will mean that the only value missing is the y-intercept, "b."

4.  Solve for "b."     

5.  Finally, using all values, write the equation in standard value ( AX +By =C (constant number) ).

   I hope this helps!  Remember that "A" must be a positive value.  You can multiply the equation by a -1 if it is not.  

      

Susan C.             

Answer 2

Look up "two-point form." Substitute the values and convert to standard form, big fella!

Answer 3

while I might infer what you want, you have not actually written a question.

you have listed two points.