1. The problem statement, all variables and given/known data car's battery has voltage (E) 11,5 volts and internal resistance of 0,040 ohms. battery's charge is 20 amperehours (20 Ah) How many ignition attempts of the car can be made, when the charge can be allowed to fall to 15 amperehours. One attempt of at engine ignition withdraws 150 amperes current from the battery during 6 seconds time. 2. Relevant equations Q= I x t U= R x I 3. The attempt at a solution I'm pretty confused about the electric charge concept and the unit Coulomb. Also, I'm not a big car guy, I'm afraid. I know how to drive them though! I don't really see which unit is As (amperesecond) or Ah, or Coulomb. Why are there so many units for electric charge is the thing I'm wondering. Actually I was also wondering... Does the car starter engine really draw 150amps, from the battery? Regular house fuse, only holds up to about 15 amps, as I recall. Maybe it truly is so because the problem statement was that way. I also wonder, what the current through the circuit would be under load... Perhaps there is not enough information given to ascertain what the current would be? Also it seemed as though the starting values for resistance and voltage were basically redundant values as they were not used in the calculation process. At least the book answer at the end of the problems states. that it was enough to find out what amount of electric charge is reduced by one attempt at starting the car. Then find out how many attempts could be made, until the battery charge is reduced by the correct amount. Basically I know I need to calculate the charge, that occurs within one car start attempt. If that could be known, then simple division could be made, to see how many attempts it takes to reduce the electric charge until the threshold is reached (5 Ah) I tried to convert the units at first to As , though it might not be necessary. My book says that I = Q/ t where current is electric charge divided by, time taken for the charge to flow. normally the unit of Q = 1 coulomb I suppose that 1C= 1As So one could surmise that amperes= As/ seconds I x t = Q so one would end up with electric charge, as the product of current times the time. I have some doubts mentally though. It seems to me that 150 amps is a lot of current to my mind. Could it possibly be that much? The problem statement clearly said though, that one attempt to start the engine takes 150amp current within time of 6 seconds. I = Q/t ] both sides times t I x t= Q 150A x 6s= 900 As this much electric charge is taken in one attempt at engine starting it seems. 5 Ah= 18 000 As 18 000 As / 900 As = 20 20 attempts at ignition could be made such that the battery life falls down to that level.