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If two ideal sources of unequal voltage are connected in parallel the higher voltage will provide a majority of the current (a two percent difference in voltage would provide an additional 5% of the current) and (in the case of batteries) the larger would provide charging current, quickly draining it.

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Q: Why do two ideal voltage source of unequal voltage cannot be connected in parallel?
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What happens when unequal voltage ratios of transformers used in parallel operation of transformers?

You cannot connect transformers of different voltage in parallel. This is because circulating currents will be set up between the two transformers that may exceed their rated currents.


Why two voltage sources of different voltage rating cannot be connected in parallel what is the coresponding statement for current sources?

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What happens to the current of R1 connected in series with R2 when it is also connected in parallel with R3?

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It cannot. A trapezium is a quadrilateral that has one pair of parallel but unequal sides and another pair of non-parallel sides. A parallelogram has two pairs of parallel and equal sides.


If more and more appliances will be connected in a parallel circuit what do you think will happen?

Appliances have to be connected in a parallel circuit to keep the voltages the same for each appliance (they were designed to work with one voltage) , this does not mean that the power output will be the same, the more appliances there are the more current (i.e. power) will be needed to for the appliances and this can go on until the grid cannot supply any more (and you blow a fuse)


How do you wire in a voltmeter?

A voltmeter needs to be connected in parallel with the part of the circuit you are checking. It records a change in voltage, and has a high internal resistance, so it cannot be connected in series unless you want to screw up the circuit. Set the meter to AC or DC volts and place the wires of the terminal across the resistor, switch, or any other potentially resistive part of the circuit.


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What is the total current flowing through a 45 ohm resistor 1.4 amps and 20 ohm resistor 1.8 amps?

That depends on several factors that aren't specified in the question: -- whether the resistors are connected to each other -- whether they're connected in series or in parallel -- the voltage applied across the ends of the circuit While these two resistors are in their plastic packages hanging on the wall at Radio Shack, the total current flowing through both of them is zero.


Why can't a rectangle be a rhombus?

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What will be the resulting voltage if a 4.5 voltage source is connected in parallel to a 5.0 volts source?

Theoretically this cannot happen because a voltage source isn't practically available. If you managed to find near perfect voltage sources of differing voltages and put them in parallel then you'd get some massive currents flowing. Why? You have two sources each wanting there own voltage to exist across itself, by putting them in parallel they will practically settle at a voltage somewhere between the two. This settling voltage will be determined by the internal resistances of each source. If R1=internal resistance of the 4.5V source and R2=internal resistance of the 5V source. Current flow=Voltage difference / resistance. So current flow=0.5/(R1+R2) Settling Voltage = 4.5 + (current *R1) = 4.5+0.5*(R1/(R1+R2)) So if R1=0.001 and R2=0.002 Ohms Current = .5/(.003) = 167 Amps Voltage = 4.5 + .5*(.001/.003) = 4.67V. This explains why you shouldn't put power batteries in parallel, there is a risk of massive currents to flow. Andrew


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How far Ohm's Law is verified for series and parallel circuit?

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