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d/dx(x)
1
d/dx(a)
0
d/dx (x^n)
nx^n-1
d/dx (cosx)
-sinx
d/dx (sinx)
cosx
d/dx (tanx)
sec²x
d/dx(csc x)
-csc(x)cot(x)
d/dx (lnx)
1/x
d/dx (e^x)
e^x
d/dx ( sin^-1 x)
1/√(1-x²)
d/dx (cos^-1 x)
-1/√1-x²
d/dx(tan^-1 x)
1/1+x²
d/dx (a^x)
a^x (lna)
∫dx
x+C
∫adx
ax+C
∫x^n dx
(x^n+1)/n+1 + C
∫sinxdx
-cos+C
∫cosxdx
sinx+C
∫sec²xdx
tanx+C
∫secx(tanx)dx
secx+C
∫1/xdx
ln|x| +C
∫e^xdx
e^x +C
∫a^xdx
a^x/lna +C
∫1/√1-x²dx
sin^-1 x +C
∫-1/√1-x²dx
cos^-1x +C
∫1/1+x²dx
tan^-1x+C
tan 𝜽
sin𝜽/cos𝜽
csc𝜽
1/sin𝜽
cot𝜽
1/tan𝜽 = cos𝜽/sin𝜽
sec𝜽
1/cos𝜽
sin²𝜽+cos²𝜽
1