Final answer:
The student's question appears to request the first and second derivatives of a function, but the information given is not sufficient to perform differentiation. A clear function of x is needed for the process, and once provided, the appropriate derivation rules can be applied.
Step-by-step explanation:
The student's question involves the process of finding the first and second derivatives - symbolized by yᶦ and yᶦᶦ, respectively - of a given equation. However, there seems to be some confusion in the question statement, as the equation provided includes multiple variables and constant terms without a clear function form. To assist effectively, a clearer and definite function form like f(x) needs to be provided for differentiation. In the context of derivatives, the prime notation (e.g., f'(x), f''(x)) is often used to indicate the first and second derivative of a function with respect to x.
Please provide a specific function of x that you wish to differentiate. Once a clear function is given, we can proceed to find the first and second derivatives by applying the power rule, product rule, chain rule, or quotient rule as appropriate to the function's form.