Derivatives
Integrals
Trig Functions
Differentiating Trig Functions
Identifying Formulas
100
4x
3
-2x
2
+5
What is 12x
2
-4x
100
∫x
3
+5 dx
What is (x
4
/4)+5x+c
100
Sin π/4
What is √2/2
100
y=2sinx
What is y'=2cosx
100
UV' + VU'
What is the Product Rule
200
(5x
2
+2)(3x
3
-2x)
What is (10x)(3x
3
-2x)+(9x
2
-2)(5x
2
+2)
200
∫sinx+cosx dx
What is -cosx+sinx+c
200
Tan π/6
What is √3/3
200
f(t)= t(cost)
What is f'(t)=-tsint+cost
200
(VU'-UV')/V
2
What is the Quotient Rule
300
(5x-2x
2
)/(x
3
-2)
What is (2x
4
-10x
3
+8x+10)/(x
6
-4x
3
+4)
300
Find the area of the region bounded above by y = x
2
+ 1, bounded below by y = x, and bounded on the sides by x = 0 and x = 1.
What is 5/6
300
Cos 3π/2
What is 0
300
y=6(cos
2
x)
2
What is y'=-24(cos
2
x)(sin
2
x)
300
d/dx[f(g(x)]=f'(g(x))*g'(x)
What is Chain Rule
400
tan(cosx)
What is sec
2
(cosx)(-sinx)
400
∫2x(x
2
-1)
4
dx
What is ((x
2
-1)
5
)/(5)+c
400
Sin 4π/3
What is -√3/2
400
y=tan√x
What is y'=sec
2
√x/2√x
400
(Final Position- Initial Position)/ total time
What is Average Velocity
500
e
x
sinx
What is e
x
cosπ+ (sinx) e
x
500
∫sin(2x)cos(2x)dx
What is (1)/(4) sin
2
(2x)+c
500
Cot π/3
What is √3/3
500
y=4sec3xtan3x
What is y'=12sec(3x)(sec
2
(3x)+tan
2
(3x))
500
f'(c)= (f(b)-f(a))/b-a
What is Mean Value Theorem
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