Math 141 Exam 2 Review | Study Guide, Practice Questions & Exam
Prep
Quotient Rule - ANS ✔✔lodhi-hidlo/lolo
derivative of Sin X - ANS ✔✔cos x
derivative of cosx - ANS ✔✔-sinx
Derivative of tanx - ANS ✔✔sec^2 x
deriv of cotx - ANS ✔✔-csc^2 x
deriv of secx - ANS ✔✔(secx)tanx
deriv of cscx - ANS ✔✔-cscx(cotx)
linear approximation - ANS ✔✔L(x) = f(a) + f'(a)(x-a)
Limit definiton - ANS ✔✔f(x+h)-f(x)/h (h approaches 0)
newtons method equation - ANS ✔✔x^n+1=x^n - f(x^n)/f'(x^n)
reverse power rule - ANS ✔✔add one to derivative power than divide coefficient by new power
parametric function vert tangent line - ANS ✔✔nonzero/zero, set bottom to zero, solve for t,
plug t back in to OG function
Prep
Quotient Rule - ANS ✔✔lodhi-hidlo/lolo
derivative of Sin X - ANS ✔✔cos x
derivative of cosx - ANS ✔✔-sinx
Derivative of tanx - ANS ✔✔sec^2 x
deriv of cotx - ANS ✔✔-csc^2 x
deriv of secx - ANS ✔✔(secx)tanx
deriv of cscx - ANS ✔✔-cscx(cotx)
linear approximation - ANS ✔✔L(x) = f(a) + f'(a)(x-a)
Limit definiton - ANS ✔✔f(x+h)-f(x)/h (h approaches 0)
newtons method equation - ANS ✔✔x^n+1=x^n - f(x^n)/f'(x^n)
reverse power rule - ANS ✔✔add one to derivative power than divide coefficient by new power
parametric function vert tangent line - ANS ✔✔nonzero/zero, set bottom to zero, solve for t,
plug t back in to OG function