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Why is the derivative of theta 1 and not 0. Isn't theta a number?
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theta might be a variable
Why is theta a variable? Wouldn't tan theta --> theta be a number in radians?
if \(\theta \) is a number/constant, \(\large \frac{d}{dx}(\theta) = 0\)
if \(\theta\) is a variable, \(\large \frac{d}{d\theta}(\theta) = 1\)
So is theta a variable or number/constant?
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Theta is just like x. Is x a number? You decide.
theta usually represents an angle, if you are taking the derivative of the tangent of theta , you are trying to find the slope of that line for all possible angles theta
x is a number. y is a number. But they're variables, not constants.
What is NDER to support computations of derivatives?
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