Question

step 1: find the rule in the table shown. output = 3|× input check step 2: express the rule with a variable. output = ×n output =

Explanation:

Step 1: Determine the multiplier

Looking at the table, when Input is 1, Output is 3. So \( 3 = \text{multiplier} \times 1 \), which means the multiplier is 3. So the rule is Output \( = 3 \times \) Input.

Step 2: Express with variable \( n \)

Let \( n \) represent the Input. Then the rule becomes Output \( = 3 \times n \), which simplifies to Output \( = 3n \).

Step 1 Answer (for the first blank):

\( 3 \)

Step 2 Answers (for the blanks):

First blank: \( 3 \)
Second blank: \( 3n \)

Final Answers:

Step 1: \(\boldsymbol{3}\)
Step 2: First blank \(\boldsymbol{3}\), Second blank \(\boldsymbol{3n}\)

Answer:

Step 1: Determine the multiplier

Looking at the table, when Input is 1, Output is 3. So \( 3 = \text{multiplier} \times 1 \), which means the multiplier is 3. So the rule is Output \( = 3 \times \) Input.

Step 2: Express with variable \( n \)

Let \( n \) represent the Input. Then the rule becomes Output \( = 3 \times n \), which simplifies to Output \( = 3n \).

Step 1 Answer (for the first blank):

\( 3 \)

Step 2 Answers (for the blanks):

First blank: \( 3 \)
Second blank: \( 3n \)

Final Answers:

Step 1: \(\boldsymbol{3}\)
Step 2: First blank \(\boldsymbol{3}\), Second blank \(\boldsymbol{3n}\)