IM Algebra 1 Unit 2 Mixed Review

Front

What is the relationship between the number of days and the ounces of cat food left in the bag?

Back

The relationship is typically linear, where the number of ounces decreases over time as the cat food is consumed.

Front

How can you determine the amount of cat food left after a certain number of days?

Back

You can use a graph that plots the number of ounces against the number of days to find the corresponding value.

Front

What does it mean if the graph of cat food consumption is a straight line?

Back

A straight line indicates a constant rate of consumption of cat food over time.

Front

If John has 36 ounces left after 12 days, how can you find the initial amount of cat food?

Back

You can use the graph to trace back to the starting point or use the rate of consumption to calculate the initial amount.

Front

What is the significance of the point where the graph intersects the y-axis?

Back

The y-intercept represents the initial amount of cat food in ounces when the bag was first opened.

Front

How do you calculate the rate of consumption of cat food per day?

Back

The rate of consumption can be calculated by finding the slope of the line on the graph, which is the change in ounces divided by the change in days.

Front

What does it indicate if the amount of cat food left reaches 0 ounces?

Back

It indicates that the cat food has been completely consumed.

Front

How can you estimate the number of days it takes to reach a specific amount of cat food left?

Back

You can look for the corresponding point on the graph where the ounces left equals that specific amount and read the number of days from the x-axis.

Front

What is a practical application of understanding the consumption of cat food over time?

Back

It helps pet owners manage their pet's food supply and plan for purchases.

Front

What type of function can represent the relationship between days and ounces of cat food left?

Back

A linear function can represent this relationship if the consumption rate is constant.