Error Analysis Trig: Diff theta w.r.t o & h

AI Thread Summary
The discussion revolves around differentiating the function d(theta) = 1/sqrt(1-(o/h)^2) with respect to variables o and h. The user expresses confusion regarding calculus concepts, particularly in error analysis and differentiation techniques. They seek a detailed, step-by-step explanation to understand the differentiation process better. Additionally, there is a mention of the misunderstanding that a differential can equal a finite function, highlighting a need for clarity in fundamental calculus principles. The conversation emphasizes the importance of foundational knowledge in calculus for tackling more complex problems.
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Homework Statement




d(theta)=1/sqrt(1-(o/h)^2)

how would you differentaite the function of theta respect to o and h ?
im very new to calculus, i would appretiate if someone giave me a very large step because
im in a hurry to understand this and the sun is soon to rise please..

Homework Equations





The Attempt at a Solution



well the only part i know about error analysis is simple equations like centripetal equations.
but square rooting and this is just too much.

can anyone please guide me through the whole way? and if you don't mind please show me a big step.

division would become multipliation with engative exponent right?

d(theta)=1 * sqrt(1-(o/h)^-2)
 
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This is a poor quality post. How can a differential be equal to a finite function?
 

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