Answer :
Main Answer:
The size (capacity) of the vacuum pump determines the flow rate of the suction line used. option 3) The flow rate of the suction line is correct.
Explanation:
The capacity of a vacuum pump refers to its ability to move a certain volume of air per unit of time. In relation to the size of the suction line, a larger capacity vacuum pump can move air more rapidly through the line, thus increasing the flow rate. This is because the pump creates a pressure differential, causing air to be drawn through the line.
The size of the suction line itself may affect flow rate due to restrictions or bottlenecks, but the pump's capacity primarily governs the overall flow.
Therefore, option 3) The flow rate of the suction line is directly influenced by the size (capacity) of the vacuum pump. Mathematically, this can be represented as:
[tex]\[ \text{Flow rate} \propto \text{Capacity of vacuum pump} \][/tex]
Where [tex]\(\propto\)[/tex] denotes proportional relationship.
Final Answer:
The size (capacity) of the vacuum pump determines the flow rate of the suction line used. option 3) The flow rate of the suction line is correct.
Explanation:
The capacity of a vacuum pump refers to its ability to move a certain volume of air per unit of time. In relation to the size of the suction line, a larger capacity vacuum pump can move air more rapidly through the line, thus increasing the flow rate. This is because the pump creates a pressure differential, causing air to be drawn through the line.
The size of the suction line itself may affect flow rate due to restrictions or bottlenecks, but the pump's capacity primarily governs the overall flow.
Therefore, option 3) The flow rate of the suction line is directly influenced by the size (capacity) of the vacuum pump. Mathematically, this can be represented as:
[tex]\[ \text{Flow rate} \propto \text{Capacity of vacuum pump} \][/tex]
Where \(\propto\) denotes proportional relationship.
