This was fuunn!!!
Create an equation of absolute values with the given properties for the graph
slopes from left to right are: -4, -2, 1, 0, 4
you can define your own vertexes, but it has to match those slopes.
Stacey Warren - Expert brainly.com
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with 5 slopes, we would need to setup up a system of 5 equations in 5 unknowns
i finally understood the dynamics to determine the slopes this morning
well if you can explain how to do it, ill really appreciate it
spose we name the parts for each slope as: a,b,c,d
we can construct the equations as such
-a-b-c-d = -4
-a-b-c+d = -2
-a-b+c+d = 1
this gives us a solutions to:\[y=a|x-v_1|+b|x-v_2|+c|x-v_3|+d|x-v_4|\]
where the vs are the vertexes from left to right as well
since the first and last slopes are just multiples of each other, we can do this one with 4 equations
wow never taught of it this way lol.. looks like i have another problem to copy and save in my folder lol
i had never had the notion to even consider this until a post about it yesterday that i was on
i sat there this morning with my trusty little ti83; and wrote out an equation to test the dynamic with
y = 2|x-v1|+|x-v2|+2|x-v3|
and i found out that the corresponding graph had slopes between verts that matched up with:
replacing my known slopes with a b and c defined a general setup :) yay
your amazing lol
im curious if i introduce a derivative as a slope if i can get a section between verts to be a curve
the wolf gives me a matrix read out of the abcd so that
y = 2|x+2| -|x|/2+3|x-2|/2+|x-5| - 10 ; - 10 just to drop it down
hmm, but its reversed, right to left lol
i guess we can forgo the negative in front .... of my setups :)