For the function $$ f(x)=6 e^{x} $$, calculate the following function values: $$ f(-4)=\square $$ $$ f(-1)=\square $$ $$ f(0)=\square $$ $$ f(1)=\square $$ $$ f(4)=\square $$ Submit Question

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1. Evaluate $$ f(-4) $$:
   $$
   f(-4) = 6e^{-4} = \frac{6}{e^4}
   $$

2. Evaluate $$ f(-1) $$:
   $$
   f(-1) = 6e^{-1} = \frac{6}{e}
   $$

3. Evaluate $$ f(0) $$:
   $$
   f(0) = 6e^{0} = 6
   $$

4. Evaluate $$ f(1) $$:
   $$
   f(1) = 6e^{1} = 6e
   $$

5. Evaluate $$ f(4) $$:
   $$
   f(4) = 6e^{4}
   $$
$$ f(-4) = \frac{6}{e^4} $$, $$ f(-1) = \frac{6}{e} $$, $$ f(0) = 6 $$, $$ f(1) = 6e $$, $$ f(4) = 6e^4 $$.

For the function \( f(x)=6 e^{x} \), calculate the following function values: \( f(-4)=\square \) \( f(-1)=\square \) \( f(0)=\square \) \( f(1)=\square \) \( f(4)=\square \) Submit Question

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