Calculus BC Crossword

What is it it called when the derivative of f equals 0 or doesn't exist?
when f' goes from positive to negative, what occurs on f?
when f' goes from negative to postive, what occurs of f?
what is a taylor series centered at x=0 called?
which series test requires a fuction to be continuous, positive, and decreasing?
if f gives position, what does f' represent?
If you take the derivative of a velocity vector, what type of vector do you get?
a method of integrating using substitution is:
in the equation: y=3x-1, what does 3 represent?
if f shows the velocity over a period of time, what does the area under the curve show?
What is the limit rule that let's you take the derivative of the numerator and denominator if they both equal 0?
if f'(x)>0, f is:
if f'(x)<0, then f is:
if f''(x)=0 or DNE then there is a point of __________ there
if f(x) is defined, lim x->a of f(x) exists, and limx->a of f(x)=f(a), then f is:
if f''(x)>0, then f is
if f''(x) < 0, then f is
what is a way to figure out the maximum of an object's properties?
integrals that involve infinity as a bound are called
what does a linear approximation use to approximate a value?
What rule states that if a function is continuous on a closed interval, the function has an absolute min and max
integral of pi(R2-r2)
an equation involving variables and its derivatives
what type of equations have different x and y equations that correspond towards each other
what theorem is associated with mvt