# Writing an Equation and Drawing Its Graph to Model a Real-World Scenario### Problem Statement:A cookie company uses one cup of sugar for every 20 cookies it makes. Let \( S \) represent the total number of cups of sugar used, and let \( N \) represent the number of cookies made. Write an equation relating \( S \) to \( N \), and then graph the equation using the axes below.### Explanation of the Graph:- **Axes Overview**: The graph is a coordinate grid with the horizontal axis labeled \( N \) (representing the number of cookies) ranging from 0 to 110, and the vertical axis labeled \( S \) (representing the cups of sugar) ranging from 0 to 7. - **Grid Details**: The grid lines are in increments of 10 for \( N \) and 1 for \( S \).### Solution:To model the relationship, we use the given information:- The company uses 1 cup of sugar for every 20 cookies.This relationship can be expressed with a linear equation:\[ S = \frac{1}{20}N \]### Using the Graph:- The graph will plot points that represent this equation. For example, when \( N = 20 \), \( S = 1 \); when \( N = 40 \), \( S = 2 \), and so on, creating a straight line through the origin (0,0) and the points calculated.### Tools and Icons:- **Rectangle and Options Box**: Represents drawing or graph control tools. The rectangle suggests a selection or drawing action, while the icons indicate different tool options such as rotation, undo, and additional help.- **Equation Editing Tools**: Include icons for calculating, drawing, and a help option to assist in using graph tools to represent the equation visually.

Name: # Writing an Equation and Drawing Its Graph to Model a Real-World Sce
Uploaded: 2024-03-20T06:46:42.000Z
Channel: Bartleby
Description: # Writing an Equation and Drawing Its Graph to Model a Real-World Scenario### Problem Statement:A cookie company uses one cup of sugar for every 20 cookies it makes. Let \( S \) represent the total number of cups of sugar used, and let \( N \) repre