 We can also use these ideas to address some more interesting topics. For example, we could consider what happens if we change one of the parameters in the equation. This might be useful, for example, if we are interested in overclocking a processor. If, for example, it normally runs and generates say 100 watts of waste heat, it has a capacitive load of 50 nanofarads, uses one volt, and normally runs at 2 gigahertz. We can ask what would happen if we have a better cooling system, we can dissipate 125 watts of waste heat. Then we might be able to get the processor to run a little faster. So, here we can take our 125 watts, substitute that in where we had 100 watts before, and now we'll be solving for the switching frequency. So, to solve for the switching frequency, we'll just divide both sides by capacitive load and the voltage. So, we get 125 divided by 50 nanofarads times one volt squared, and that will be equal to our switching frequency. So, 125 divided by 50 gives us 5 halves. We have a nanofarads on the bottom. So, that's a times 10 to the minus ninth, and this whole thing is in hertz. So, we can take this 10 to the minus ninth, put it up on the top, which point it would become 5 halves times 10 to the ninth hertz, or 2.5 gigahertz.