The true statements are: Lyndsi adds 35 stamps to her collection every day. The initial number of stamps in her collection is 105. The false statement is: The number of stamps in her collection after 6 days is 325.
The following statements are true:
Lyndsi adds 35 stamps to her collection every day.
This can be seen from the slope of the graph, which is 35. The slope of a line represents the rate of change, so in this case, it represents the number of stamps Lyndsi adds to her collection each day.
The initial number of stamps in her collection is 105.
This can be seen from the y-intercept of the graph, which is 105. The y-intercept of a line represents the point where the line crosses the y-axis, which in this case is the number of stamps Lyndsi has in her collection after 0 days.
The following statement is false:
The number of stamps in her collection after 6 days is 325.
This can be seen from the graph by looking at the point where the line intersects the 6-day mark. The line intersects the 6-day mark at approximately 210, not 325.
The graph shows that Lyndsi's collection of stamps increases linearly, meaning that she adds the same number of stamps to her collection each day. The slope of the graph is 35, which means that Lyndsi adds 35 stamps to her collection every day. The y-intercept of the graph is 105, which means that Lyndsi has 105 stamps in her collection after 0 days.
After 6 days, Lyndsi has approximately 210 stamps in her collection. This can be seen from the graph by looking at the point where the line intersects the 6-day mark.
Below is the attached diagram and question.