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f(x) = k
1. derivative
2. integral
0
kx +C
f(x) = xn
1. derivative:
2. integral:
nx^n-1
(1/n + 1)x^n+1
f(x) = e^x
1. derivative
2. integral
e^x
e^x + C
f(x) = ax
1. derivative
2. integral
ln(a)a^x
(1/ln(a))a^x + C
f(x) = ln(x)
1. derivative
2. integral
1/x
x ln(x) - x + C
f(x) = 1/x
1. derivative
2. integral
-1/x²
ln|x| + C
f(x) = sin (x)
1. derivative
2. integral
cos(x)
- cos(x) + C
f(x) = cos (x)
1. derivative
2. integral
- sin(x)
sin(x) + C
f(x) = tan(x)
1. derivative
2. integral
sec(x)²
- ln |cos(x)| + C
f(x) = sec(x)
1. derivative
2. integral
sec(x)tan(x)
ln |sec(x) + tan(x)| + C
f(x) = csc(x)
1. derivative
2. integral
- csc(x)cot(x)
- ln| csc(x) + cot(x)| + C
f(x) = cot(x)
1. derivative
2. integral
- csc(x)²
ln | sin(x)| + C
f(x) = arcsin(x)
1. derivative
2. integral
1/sqrt(1-x²)
x arcsin(x) + sqrt(1-x²) + C
f(x) = arccos(x)
1. derivative
2. integral
-1/sqrt(1-x²)
x arccos (x) - sqrt(1-x²) + C
f(x) = arctan(x)
1. derivative
2. integral
1/1+x²
x arctan (x) - ½ ln |1+x²| + C
f(x) = arcsec(x)
1. derivative
2. integral
1/ x sqrt(x² - 1)
x arcsec (x) - ln |x + sqrt(X² - 1)| + C
f(x) = arccsc(x)
1. derivative
2. integral
-1/ x sqrt(x² -1)
x arccsc (x) + ln |x + sqrt(x² - 1)| + C
f(x) = arccot(x)
1. derivative
2. integral
-1/1+x²
x arccot(x) + ½ ln |1+x²| + C
f(x) = arcsin (x/a)
1. derivative
1/ sqrt(a² - x²)
f(x) = 1/a arctan (x/a)
1. derivative
1/ a² + x²
f(x) = 1/a arcsec (x/a)
1/x sqrt(x² - a²)
sin values:
1. 0
2. pi/6
3. pi/4
4. pi/3
5. pi/2
0
½
sqrt(2)/2
sqrt(3)/2
1
cos trig values:
1. 0
2. pi/6
3. pi/4
4. pi/3
5. pi/2
1
sqrt(3)/2
sqrt(2)/2
½
0
tan trig values:
1. 0
2. pi/6
3. pi/4
4. pi/3
5. pi/2
0
1/ sqrt(3)
1
sqrt(3)
undefined
sec trig values:
1. 0
2. pi/6
3. pi/4
4. pi/3
5. pi/2
1
2/sqrt(3)
sqrt(2)
2
undefined
csc trig values:
1. 0
2. pi/6
3. pi/4
4. pi/3
5. pi/2
undefind
2
pi/2
2/sqrt(3)
1
cot trig values:
1. 0
2. pi/6
3. pi/4
4. pi/3
5. pi/2
undefined
sqrt(3)
1
1/sqrt(3)
0