Question(a) Write an equation to represent the relationship between and . (b) Choose the correct statement to represent this relationship. The fish tank is being filled with 1 liter of water per 10 minutes. The fish tank is being filled with 1 liter of water per minute. The fish tank is being filled with 10 liters of water per minute. The fish tank is being filled with 20 liters of water per minute.
Studdy Solution
STEP 1
1. The equation represents a linear relationship between (water in liters) and (time in minutes).
2. We need to interpret the equation to determine the rate at which the fish tank is being filled.
STEP 2
1. Understand the equation .
2. Determine the rate of water flow from the equation.
3. Choose the correct statement that matches the rate.
STEP 3
The equation indicates that the amount of water is equal to 10 times the time .
STEP 4
To find the rate of water flow, consider the equation .
This equation means that for every minute (), the amount of water increases by 10 liters.
Thus, the rate of water flow is 10 liters per minute.
STEP 5
Now, choose the correct statement that represents this relationship:
- The fish tank is being filled with 1 liter of water per 10 minutes.
- The fish tank is being filled with 1 liter of water per minute.
- The fish tank is being filled with 10 liters of water per minute.
- The fish tank is being filled with 20 liters of water per minute.
The correct statement is: "The fish tank is being filled with 10 liters of water per minute."
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