The angular coefficient of this function corresponds to the derivative of a linear function. The domain of every linear function or any integer is represented by the set R(all numbers), which may be written as (-∞, +∞).
The formula kx+b represents a linear function. Let's go all the way in with the substitutions.
Generally, the equation for the linear function is mathematically given as
[tex]lim _{dz-0} =\frac{f(x+dx) f(x) }{dx}\\\\lim _{dz-0}=\frac{ k(x+dx)+d- kx-d }{dx}[/tex]
lim _{Az-0} = lim k = Az-0
=k.
In conclusion, the angular coefficient of this function corresponds to the derivative of a linear function. The domain of every linear function or any integer is represented by the set R(all numbers), which may be written as (-∞, +∞).
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