Math 110 Midterm
1+cot^2x - ANS-csc^2x
10 - ANS-if n is wonderful int - lim x-a nthsqrtx = nthsqrta
7 - ANS-lim x-a c = c
nine - ANS-if n is tremendous int - lim x-a x^n=a^n
a - ANS-Mid factor for x values
Acceleration in Word Problems - ANS-Second dirivitive
c - ANS-Higher cost for y (above L)
Constant Multiple Law - ANS-lim x-a [cf(x)] = clim x-a f(x)
cos(a+b) - ANS-cosAcosB-sinAsinB
d - ANS-Lower fee for y (beneath L)
d[e^x]/dx - ANS-e^x
Derivative of cos - ANS--sin
Derivative of cot - ANS--csc^2
Derivative of csc - ANS--cscxcotx
Derivative of sec - ANS-secxtanx
Derivative of Sin - ANS-cos
Derivative of tan - ANS-sec^2
Discontinuities - ANS-Removable, bounce, infinite
E(episilon) - ANS-Distance for y values
Formal definition of a derivitive - ANS-f'(x) = lim h-0 f(x+h)-f(x)/h
1+cot^2x - ANS-csc^2x
10 - ANS-if n is wonderful int - lim x-a nthsqrtx = nthsqrta
7 - ANS-lim x-a c = c
nine - ANS-if n is tremendous int - lim x-a x^n=a^n
a - ANS-Mid factor for x values
Acceleration in Word Problems - ANS-Second dirivitive
c - ANS-Higher cost for y (above L)
Constant Multiple Law - ANS-lim x-a [cf(x)] = clim x-a f(x)
cos(a+b) - ANS-cosAcosB-sinAsinB
d - ANS-Lower fee for y (beneath L)
d[e^x]/dx - ANS-e^x
Derivative of cos - ANS--sin
Derivative of cot - ANS--csc^2
Derivative of csc - ANS--cscxcotx
Derivative of sec - ANS-secxtanx
Derivative of Sin - ANS-cos
Derivative of tan - ANS-sec^2
Discontinuities - ANS-Removable, bounce, infinite
E(episilon) - ANS-Distance for y values
Formal definition of a derivitive - ANS-f'(x) = lim h-0 f(x+h)-f(x)/h
