Sure! Here are a few practice problems for graphing proportional relationships:
1. The cost of renting a bicycle is $5 per hour. Create a graph to represent the relationship between the number of hours rented and the total cost.
2. A car travels at a constant speed of 60 miles per hour. Create a graph to represent the relationship between the time traveled and the distance covered.
3. The number of apples purchased is directly proportional to the cost. If 2 apples cost $1, create a graph to represent the relationship between the number of apples and the total cost.
4. A factory produces toys at a rate of 20 toys per hour. Create a graph to represent the relationship between the number of hours worked and the number of toys produced.
5. The amount of money earned is directly proportional to the hours worked. If $10 is earned for 2 hours of work, create a graph to represent the relationship between the hours worked and the total earnings.
Remember, a proportional relationship is one in which the ratio between the two variables remains constant. To graph these relationships, you'll want to plot points that follow this ratio and draw a straight line passing through the origin (0,0).
Graph Proportional Relationships Practice
1 answer