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S cutell, Physics, lle - He Site Acants Questions te resistors, each of which has a...
Eight different values of resistance can be obtained by connecting together three resistors (1.00, 2.00, and 3.00 Ω) in all possible ways. What are the values? Answers: 6.00 Ω, 0.545 Ω, 3.67 Ω, 2.75 Ω, 2.20 Ω, 1.50 Ω, 1.33 Ω, 0.833 Ω But I'm not entirely sure how to get these.
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
okay so I understand I have to take 1/8.75+1/10.2+1/178. When I add these numbers I get 0.2179.. My question is how did they get 4.588. Please show math to help me see how they got this number Incorrect Question 9 0/1 pts What is the smallest resistance you can obtain by connecting a 8.752, a 10.2 and a 178 resistor together? (Assume 3 significant digits and units of Ohms). 0.218 Which gives you a smaller resistance, resistors in parallel or...
A particular circuit toolbox contains only 20 ohm resistors and switches, which can be opened and closed. Construct a circuit filling in all four boxes, such that the overall equivalent resistance between A and B is 10 ohms. Please draw out arning Jump to... Lyndsay liams . kehead University-PHYS 1010/1133-Winter19-MACKAYActivities and Due Dates < ⓘ Assignment Score: C) Give up? 0/1700 Resources Feedback 00 Question 1 of 17 A particular circuit toolbox contains only 20 Ω resistors and switches, which...
Pease answer questions 4 and 5! Thank you so much! 4. Connect the 2nd resistor in parallel with the 1st resistor and connect that combination to the battery. Measure the following: The current passing through the R1, I1 = ___0.0058____ A The current passing through the R2, I2 = ___0.0031____ A The current supplied by the battery, I = ___0.0092____ A Calculate I1 + I2 = ____________ A Is the following statement true? I = I1 +...
Physics 1410 Lab 6 DC 2019, need help with lab questions Chapter 6 DC Electricity n this laboratory session we shall examine the relationships among the motion of electrons (current), the effect which causes them to move (voltage, i.e. potential difference), and the frictional effects which hinder their motion (resistance). Since we cannot use any of our senses to detect the presence of electrical effects we need one or more detectors to tell us that a current or potential difference...
Question 2 PART B-Essay type Questions (5 Marks each) Answer one of the following questions in the exam booklets provided using essay style, i.e. paragraphs comprised of grammatically correct sentences If you answer more than one question, you may earn bonus marks (up to a maximum of 10 marks for good answers to all three questions) 1. Identify and explain the various methods used to determine distances to stars and galaxies. 2. Describe three major scientific observations which have cosmological...
In this Lab you would connect resistors in various combinations then use the multi- meter to measure various currents and voltages. I have copied the schematics of the various circuits from the lab and completed portions of the data table with hypothetical (but highly probable) answers. Your task is to complete the data tables and answer the following questions. The value of a resistor can be determined by reading the colored stripes on the resistor. The color codes are given...
Linearity is an extremely useful property of equations in physics. If an equation is linear, it allows you to easily add together simple contributions from individual elements to get a solution for a more complex situation. One example of a simple linear equation in classical mechanics is F ma. If you find the individual accelerations of a particular body due to various individual forces you can then add those accelerations to find the acceleration due to all of the forces...