6. The graph of function $$ f $$ passes through the coordinate points $$ (0,3) $$ and $$ (4,6) $$. Use function notation to write the information each point gives us about function $$ f $$.

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The points $$ (0,3) $$ and $$ (4,6) $$ provide specific values of the function $$ f $$ at certain inputs.

1. For the point $$ (0,3) $$:
   - This means that when the input (or independent variable) is $$ 0 $$, the output (or dependent variable) is $$ 3 $$. In function notation, we can express this as:
   $$
   f(0) = 3
   $$

2. For the point $$ (4,6) $$:
   - This means that when the input is $$ 4 $$, the output is $$ 6 $$. In function notation, we can express this as:
   $$
   f(4) = 6
   $$

In summary, the information from the points can be written in function notation as:
$$
f(0) = 3 \quad \text{and} \quad f(4) = 6
$$
$$ f(0) = 3 $$ and $$ f(4) = 6 $$

6. The graph of function \( f \) passes through the coordinate points \( (0,3) \) and \( (4,6) \). Use function notation to write the information each point gives us about function \( f \).

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