Write the slope intercept form of the equation for the line for (-4), (-2); 4, 3. Please help....
you can do this by finding the slope, plugging into point-slope form, and then conveting to slope intercept form
do you need help?
Yes please
ok i'll give you the steps and you plug in to do the math. so first we're going to do the slope formula; (y2-y1)/(x2-x1)
thank you
let me know when you have your answer
1/8
I think you need to double check your math.
3 -(-2)/4-(-4) = 1/8
okay
sorry/ this answer should be 5/8
yess
ok now we're going to take one point, and the slope and substitute it to point-slope formula do you know how to do this?
no all of this is new to me
oh dear ok, well no problem you're off to a great start point-slope formula is : y-y1=m(x-x1) x1,y1 = a coordinate m = slope
can you figure out where substitution would come in?
sorry, I don't really know how to do this
it's ok. so we for the sake of simplicity we're going to use (4,3) for our coordinate, and 5/8 for our slope
can you show me what the equation would look like when we substitute (4,3) to x1,y1 and 5/8 to me? y-y1=m(x-x1) the signs in the equations stay minus unless it is a negative number then it would have to change into addition sign bc (-)( -) = +. are you following me?
I'm sorry, No I can't. I'm really lost
it's ok i'm a visual learner too. y-3=5/8(x-4)
now we can isolate this equation to slope intercept form
thank you. Ok
ok it's a little long because fractions but i will try my best to show you and explain
thank you
y-3=5/8(x-4) Distribute the (x-4) y-3=5/8x - 20/8 Add three to both sides y = 5/8x - 20/8 + 3 In order to add the like terms (-20/8) and 3 we must make a common denominator -20/8 can be simplified to -5/2. If we multiply 3 with 2/2 we will get 6/2. Now that we have a common denominator we will combine -5/2 and 6/2. This will give us 1/2. SO our final equation should be: y=5/8x+1/2
I'm not sure if you've learned point-slope for yet but if not then don't sweat it! I'm in alg 2 so I probably used a different concept than what your current math class is teaching. Hopefully the visual helped you see how I arrived to my answer even if it's a little different than what you're used to :)
I am trying to follow what you have wrote. Thank you
you're welcome is that all you need help with?
I meant to say no thank you. I will use your example for the rest of my problems. Have a good day
You have helped me a lot. Thank you very much.
you're welcome fren! good luck with your math course!
Join our real-time social learning platform and learn together with your friends!