A battery with   of its full capacity is connected to a charger. Every minute that passes, an additional   of its capacity is charged.Graph the relationship between the battery's capacity (in   charged) and time (in minutes).

To graph the relationship between the battery's capacity and time, follow these steps:

1. First, identify the variables: The independent variable is time (in minutes), and the dependent variable is the battery's capacity (in % charged).

2. Next, set up your graph: Draw a horizontal line to represent the x-axis (time in minutes) and a vertical line to represent the y-axis (battery's capacity in % charged).

3. Label your axes: Label the x-axis as "Time (minutes)" and the y-axis as "Battery's Capacity (% charged)".

4. Plot your initial point: Since the battery starts with 1/4 of its full capacity, the initial point on the graph will be (0, 25) because at time 0, the battery is 25% charged.

5. Determine the rate of charge: The battery charges at a rate of 1/4 of its capacity per minute. This means that for each minute that passes, the battery's charge increases by 25%.

6. Plot additional points: For each minute that passes, add 25% to the battery's charge. For example, at 1 minute, the battery is 50% charged, at 2 minutes, it's 75% charged, and at 3 minutes, it's 100% charged.

7. Draw the line: Connect the points with a straight line. This line represents the relationship between time and the battery's capacity.

8. Interpret the graph: The graph shows a linear relationship between time and battery's capacity. The battery's charge increases at a constant rate of 25% per minute.

To graph the relationship between the battery's capacity and time, follow these steps:

1. First, identify the variables. In this case, the battery's capacity is the dependent variable (y-axis) and time is the independent variable (x-axis).

2. Since the battery starts with 1/4 of its full capacity, plot a point at (0,1/4) on the graph. This represents the battery's initial state before charging.

3. Every minute, the battery's capacity increases by 1/4. This means that for every increase of 1 on the x-axis (time in minutes), there is an increase of 1/4 on the y-axis (battery's capacity).

4. Plot these points on the graph. For example, after 1 minute (x=1), the battery's capacity would be 1/4 + 1/4 = 1/