Derivatives
x^2
2x
Domain is _
Range is _
Left to _____
Low to ____
Domain is X
Range is Y
Left to Right
Low to High
∫ secxtanx dx
secx
Directional speed of an object in motion
velocity
lim x-->0 -(x^3 - 3x)/x
3
2x(4x+3)
16x+6
Mr. Magg's infamous pickup line
You must be the sin of π /2
cause your the _
what is 1?
(11∫14) x^2
471
change in the rate of speed
acceleration
express limit of h(b) as b approaches a
lim b-->a h(b)
cos(x)sin(x)
cos^2(x)−sin^2(x)
A series of shortcuts in Calculus found only in Mr. Maag's classroom
What is Maagmatics?
∫ sin3x cos 4x dx
4/7 sin3x sin4x + 3/7 cos3xcos4x + C
Integral rule used to reverse chain rule
Substitution
lim x-->inf (13x-8)/(19x^3 - 11x^2 + x +4)
0
2x(65-3) + tanx
This candy is used as an analogy to the chain rule in finding a derivative, known for its colorful variety
_ _ _
What is an M & M
∫ cos(3t) sin(8t) dt
-1/10 cos(5t) - 1/22cos(11t) + C
rate of change at a single point
IROC
lim x-->inf -3x+13
tan(x)sin(x)(5x^3-2x^2-4)
(15x^2−4x)sin(x)tan(x)+(5x^3−2x^2−4)cos(x)tan(x)+(5x^3−2x^2−4)sec^2(x)sin(x)
This rule is a shortcut for substitution in which you may divide by the coefficient as long as it is only a single term, only found in maagmatics, this is called?
What is Special K rule?
∫ 4x cos(2-3x) dx
-4/3xsin(2-3)+4/9cos(2-3x) + C
rate of change between 2 points in time
AROC
Name all 3 reasons where a limit would not exist
Asymptote, Jump, Oscillation