jason sees a news report about a traffic jam caused by a truckload of tires that spilled across the road…

jason sees a news report about a traffic jam caused by a truckload of tires that spilled across the road. the next day in class, he uses the traffic jam as an analogy to explain electric circuits to his friend. which is most likely the analogy that jason used? the cars represent moving charges, and the spilled tires represent an increased voltage that causes the current to decrease. the cars represent moving charges, and the spilled tires represent an increased resistance that causes the current to decrease. the tires represent moving charges, and the cars represent an increased resistance that causes the current to decrease. the tires represent moving charges, and the cars represent an increased voltage that causes the current to decrease.

jason sees a news report about a traffic jam caused by a truckload of tires that spilled across the road. the next day in class, he uses the traffic jam as an analogy to explain electric circuits to his friend. which is most likely the analogy that jason used? the cars represent moving charges, and the spilled tires represent an increased voltage that causes the current to decrease. the cars represent moving charges, and the spilled tires represent an increased resistance that causes the current to decrease. the tires represent moving charges, and the cars represent an increased resistance that causes the current to decrease. the tires represent moving charges, and the cars represent an increased voltage that causes the current to decrease.

Answer

Answer:

B. The cars represent moving charges, and the spilled tires represent an increased resistance that causes the current to decrease.

Brief Explanations:

In an electric - circuit analogy, moving charges are like moving cars. Spilled tires impeding car flow are like increased resistance impeding current flow. According to Ohm's law ($I=\frac{V}{R}$), an increase in resistance ($R$) with constant voltage ($V$) causes a decrease in current ($I$).