Find the Derivative - d/dx y=-3

Problem

d()/d(x)*(−3)

Solution

1. Identify the type of function being differentiated. The expression y=−3 is a constant function because it does not contain the variable x

2. Apply the constant rule for differentiation, which states that the derivative of any constant c with respect to x is always zero.

3. Calculate the derivative using the rule d(c)/d(x)=0

Final Answer

d()/d(x)*(−3)=0

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