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This equation shows how the time required to screen-print a batch of shirts is related to the number of shirts in the batch. $\newline$ $t = s + 13$ $\newline$ The variable $s$ represents the number of shirts in the batch, and the variable $t$ represents the time required to screen-print the shirts. How long does it take to screen-print a batch of $4$ shirts? $\newline$ _________minutes

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Evaluate a linear function: word problems

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Q. This equation shows how the time required to screen-print a batch of shirts is related to the number of shirts in the batch.

\newline

t = s + 13

\newline

The variable

s

represents the number of shirts in the batch, and the variable

t

represents the time required to screen-print the shirts. How long does it take to screen-print a batch of

4

shirts?

\newline

_________minutes

Identify Given Values: Identify the given values from the problem. $\newline$ We are given the equation $t = s + 13$ , where $t$ is the time required to screen-print the shirts and $s$ is the number of shirts in the batch. We are asked to find the time it takes to screen-print a batch of $4$ shirts.
Substitute Number of Shirts: Substitute the given number of shirts into the equation. $\newline$ Since $s$ represents the number of shirts, we substitute $s$ with $4$ . $\newline$ $t = 4 + 13$
Perform Addition: Perform the addition to find the total time required. $\newline$ $t = 4 + 13$ $\newline$ $t = 17$

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