Given two bowls A and B
The bowl A emptand and the bowl B contains 32 liters of water.
We fill the bowls with water until theand are full, here is a graph showing the amount of water in the two bowls as a function of time
How manand liters of water are in each container after 10 minutes of pumping the water?
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Given two bowls A and B
The bowl A emptand and the bowl B contains 32 liters of water.
We fill the bowls with water until theand are full, here is a graph showing the amount of water in the two bowls as a function of time
How manand liters of water are in each container after 10 minutes of pumping the water?
We start by interpreting the graph to find the water levels in bowls A and B at 10 minutes:
We confirm these values against the provided answer options.
Thus, after 10 minutes of pumping water, Bowl A contains liters, and Bowl B contains liters.
Therefore, the solution to the problem is .
Look at the graph below and determine whether the function's rate of change is constant or not:
Look at the starting points at time 0! Bowl A starts at 0 liters (bottom line), while Bowl B starts at 32 liters (upper line). The graph also labels them as A and B.
Estimate as closely as possible! Look at the nearest grid lines and interpolate between them. For this problem, the lines pass through clear points at 10 minutes.
This is given in the problem setup! Bowl A starts empty and Bowl B starts with 32 liters. Always read the initial conditions carefully.
No! Look at the slopes of the lines. Bowl A fills faster (steeper line) while Bowl B fills slower (gentler slope). The rates are different for each bowl.
Verify that your values make sense: Bowl A should increase from 0, Bowl B should increase from 32. Also check that your answers match one of the given multiple choice options.
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