Exponential
| \(0 < e^x\) | \(e^1 = 0\) | \(e^{ln(x)} = x\) |
| \(ln(e^x)=x\) | \(e^x * e^y = e^{x+y}\) | \((e^x)^n = e^{xn}\) |
| \(\frac{e^x}{e^y}= e^{x-y}\) | \(e^{-x}=\frac{1}{e^x}\) |
Bijective/Injective/Surjective
Injective
Each member of A has only 1 correspondence in B
Surjective
Each member of B has at least 1 match in A
Bijective
Injective & Surjective:
Each member of A has only 1 match in B
Each member of B has only 1 match in A
