S4E10 Test Driving Model Identification
Quantitude
00:00
Is There a Constraint That You Can't Fix to a Numerical Value?
In an algebra example, you have to solve x plus y equals five but with the constraint that x and y have to equal one another. It's still a constraint but we're not fixing one to a numerical value. And then it starts getting fun because you can start thinking really creatively. Do you think about it as two equations and two unknowns or as you are drawing two lines and they intersect at one point? This is absolutely solvable.
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