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An assortment of computer models rendered employing variations of the Lorenz equation.
The stuff of nightmares.
Since absolutely nobody asked...
Here’s a system of equations that will spell “Screw This” on a graphing calculator.
x=cos(y)+5 {3pi<=y<=6pi}
x=(y-12)^2+8 {x<=12}
x=2^(y-13)+13 {10<=y<=15}
x=-3|sin(y)|+20 {3pi<=y<=5pi}
y=-3|cos(x)|+13 {13pi/2<=x<=17pi/2}
x=6 {1<=y<=7}
y=7 {3<=x<=9}
x=10 {1<=y<=7}
y=-(x-12)^2+5 {y>=1}
x=15 {5>=y>=1, 7>=y>=6}
x=cos(2y)+18 {2pi>=y>=pi/2}
Use it wisely.
At what point (x, y) do the systems intersect❓🔍🧐 #algebra #help
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augmented coefficient matrix
Gaus-jordan method
AC--> REF-->RREF
^tell difference between 3 and how to go between them using different methods
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elementary row ops
Work V
reduced row echelon form
i can’t girlypop my way out of the horrors this time
<— Unit 5: Part 3 — Unit 6 —>
Tricks
Strategy
Application Problem
Page 14