Here is an expression $$ 4 \cdot 3^{m} $$. (1) Evaluate the expression if $$ m=1 $$. (2) Evaluate the expression if $$ m=3 $$. (3) Evaluate the expression when $$ m $$ is 6 .

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**Step 1: Evaluate for $$ m = 1 $$**  
We substitute $$ m = 1 $$ into the expression:  
$$
4 \cdot 3^{1}
$$  
Since $$ 3^{1} = 3 $$, the expression becomes:  
$$
4 \cdot 3 = 12
$$

**Step 2: Evaluate for $$ m = 3 $$**  
Substitute $$ m = 3 $$ into the expression:  
$$
4 \cdot 3^{3}
$$  
Since $$ 3^{3} = 27 $$, the expression becomes:  
$$
4 \cdot 27 = 108
$$

**Step 3: Evaluate for $$ m = 6 $$**  
Substitute $$ m = 6 $$ into the expression:  
$$
4 \cdot 3^{6}
$$  
Since $$ 3^{6} = 729 $$, the expression becomes:  
$$
4 \cdot 729 = 2916
$$
When $$ m = 1 $$, the expression equals 12. When $$ m = 3 $$, it equals 108. When $$ m = 6 $$, it equals 2916.

Here is an expression \( 4 \cdot 3^{m} \). (1) Evaluate the expression if \( m=1 \). (2) Evaluate the expression if \( m=3 \). (3) Evaluate the expression when \( m \) is 6 .

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