If g(t)=2t^4+8t+3. Find g(0), g'(0), g"(0), g"'(0), g^(4)(0), g^(5)(0)

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The function g(t)=2t^4+8t+3.

g(t) = 2*4*t^3 + 8

g(0) = 8

g''(t)= 24t^2

g''(0) = 0

**All higher derivatives of g(t) at t = 0 are also equal to 0.**

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