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
After how manand minutes from the time the taps are opened, will the A bowl be full?
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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
After how manand minutes from the time the taps are opened, will the A bowl be full?
To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: We start by examining the graph. The graph shows two lines, one for each bowl. The vertical axis indicates the amount of water, while the horizontal axis indicates time in minutes.
Step 2: Identify the line that represents Bowl A. From the graph, we find that the line starting at zero represents Bowl A since Bowl B starts at 32 liters.
Step 3: We observe that the line for Bowl A reaches its maximum level on the graph at a time corresponding to 20 minutes. At this point, the line becomes horizontal, indicating the bowl is full.
Therefore, the solution to the problem is 20 minutes.
20
Given the following graph, determine whether function is constant
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