You have six 1.0 kN resistors.
Part A
How can you connect them to produce a total equivalent resistance of 1.5 kN? Check all that apply.
You have six 1.0 kN resistors. Part A How can you connect them to produce a...
You have six 2.0 kΩ resistors. How can you connect them to produce a total equivalent resistance of 3.0 kΩ ? Check all that apply. You have six 2.0 kΩ resistors. Part A How can you connect them to produce a total equivalent resistance of 3.0 kΩ? Check all that apply. Submit Previous Answers Request Answer x Incorrect; Try Again; no points deducted
You have six 1.5 k kΩ resistors. Part A How can you connect them to produce a total equivalent resistance of 1.0 kΩ?
You have a collection of 1.0 kΩ resistors. How can you connect four of them to produce an equivalent resistance of 0.25 kΩ?
1. If we have a box of a dozen resistors and want to connect them together in such a way that they offer the highest possible total resistance, how should we connect them? 2. If we now want to connect those same resistors together such that they have the lowest possible resistance, how should we connect them?
You have three identical resistors that you can connect in various ways . Which of the following is NOT a possible value of the equivalent resistance of the three-resistor combinations? O R/3 2R/3 3R/2 You have five identical resistors. How should they be wired in order to have the minimum possible offective resistance? O All in paralie -Two in series, three in paraliel O Three in series, two in parallel All in series
You have three identical resistors that you can connect in various ways. Which of the following is NOT a possible value of the equivalent resistance of the three-resistor combinations? 2R/3 O RI3 0 3R O 3R/2 You have five identical resistors. How should they be wired in order to have the minimum possible effective resistance? O Two in series, three in parallel O Three in series, two in parallel O All in series O All in parallel
You have a collection of six 2.1 kΩ resistors. What is the smallest resistance you can make by combining them? Express your answer with the appropriate units.
Given three 60.0 resistors, connect them in four different ways (draw all four diagrams) and compute each equivalent resistance.
Assume that you have two unknown resistors. You connect the two resistors to a power supply in series with each other and them measure the power dissipated by each. You find that the first resistor dissipates 10 W while the second resistor dissipates 15 W. Which resistor has a larger resistance? Explain.
You are given 6 identical resistors, and allowed to combine them in any possible configuration to produce different equivalent resistances. What is the ratio of the largest possible equivalent resistance, Req,maxR , that you can make to the smallest possible equivalent resistance, Req,minR, that you can make with these resistors?