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What is an example of a function that can only be differentiated to the third degree @Mathematics
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\[y = 3x{^3} - 5x{^2} + 3x - 4\]\[y' = 9x{^2} - 10x + 3\]\[y'' = 18x - 10\]\[y'''=18\]\[y''''=0\]
What is your reasoning?
I thought polynomials are always infinitely differentiable?
oh i went into flow only 3. so sorry my example will go upto to fifth differential
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