How to change 2x-3y=-6 into
Slope intercept form and change that into x and y intercept form and then graph it.
How to change 2x-3y=-6 into
Slope intercept form and change that into x and y intercept form and then graph it.
Please ask the student to contact us directly - including any work done for this problem.
This is Miriam I am the student and I only know how to change standard form to slope intercept and I'm not even sure that I got that right but I got y=2/3x+2
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For your 7th grader to change that equation into slope-intercept form he would have to know what one looks like.
Here is what a basic slope-intercept form equation looks like: y = mx + b
Where m is the slope and b is the y-intercept.
So now let's do some basic algebra to make the given equation look like that.
2x-3y=-6 [Isolate the y to the left slide as shown in the slope-intercept form example]
-3y=-2x-6 [Divide both sides by -3]
y = (-2x-6)/-3 [Reduce]
y = 2/3x + 2
Well from there how do you change the slope intercept form into X and y intercept and then plot that onto a graph
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The standard form of the equation of st. line is:
n * x + p * y = q ..... where x & y are variables and n, p and q are constants.
Isolate 'y' on to left-hand-side
p * y = q - n * x .......... divide both sides by 'p'
y = (-n/p) * x + (q/p) → y = m * x + c
So here
m = (-n/p) and
c = q/p