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Find the derivative of the following functions:
(a) y = 3x + 6
(b) r = 257 * 7013
(c) y = 27 cot(r) + 7x^2 cos(â‚¬) 12x sin(â‚¬) 7t sin(t)
(d) s = cos(t) * t^3
(e) h(z) = e^(3r) * sin(âˆšz) + 28 sec(1) * sin(70) + cos(70)
(f) f(0)
(g) g(w) = âˆš(1 + csc(t8)) + ln(Tr? – 6)
(h) k(t) = |1 + tan(4)|
(i) f(t) = t^7 * tan^(-1)(4vi)
(j) y = (sin(7t)) * (sec(6t))

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Find the derivative of the function: f(t) = tan(e^6t) * e^(tan(6t))

f”(t) = [6e^(6x)sec(e^(6x))]^2 + 6[e^(tan(6x))] * [sec(6x)]^2

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