We have circuit like this:
There's no internal resisters in batteries.
Is \$\frac{I}{J}\$ equal to zero? If it is nonzero what is the voltage between the ends of the lamp (assuming the lamp has almost infinite resistance)
We have circuit like this:
There's no internal resisters in batteries.
Is \$\frac{I}{J}\$ equal to zero? If it is nonzero what is the voltage between the ends of the lamp (assuming the lamp has almost infinite resistance)
An ideal diode analysis gives you an approximate answer:
For a real diode, there will be some reverse leakage current through the "I" diode. This means I could be anywhere from -1 pA to -1 uA, depending on the type of diode. If you choose something like a Shottky diode to minimize the drop when the diode is forward biased, you will probably increase the amount of reverse leakage when it is reverse biased.
Final answer, in a realistic scenario \$\frac{I}{J}\$ will be a small but non-zero negative number.