# Find $$f(0)$$ given some initial conditions.

Algebra Level 1

Let $$f$$ be a function whose domain is $$\Bbb R$$ that satisfies the conditions, $f(x+y)=f(x)f(y),\;\text{for all }x\text{ and }y\text{ and }f(0)\neq0.$ Find the value of $$f(0)$$.

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