Circuit C capacitance is LESS than 300p because of the caps being in series.
What about circuit A or circuit B capacitance. Would they be less than 300p also? Or is that a misleading way of thinking about it?
Let's take circuit A and compare it to circuit B. IF the volume pot were set on "4", which of those circuits would be the brightest?
Circuit A or circuit B?
With respect, Tubenit
These networks are frequency dependent impedance networks.
(a) you need to know the frequency of the AC waveform, and (b) you need to know what follows in the circuit (impedance wise).
The effect of the value of ex.B's 500pf cap is undetermined without knowing the the resistance to ground following the cap. Likewise for the 300pf+500pf series capacitance in Ex.C.
Ex.A's full story can't be told without knowing what follows either. If Ex.A's following component is a 200K grid-leak resistor to ground, you could look at it as two voltage dividers in series, one after the other, each with a treble-bleed cap across the top. any given frequency will see the entire network as having different impedances, and as such, will "pass thru" with different attenuated results. (in Ex.A), if the pot's wiper is dead-center in the middle (250K,250K), and to the right of the schematic is a resistor to ground (maybe the next stage's grid leak), call it Rg, Rg=200K, you know that the lowest frequencies will be attenuated 50%X50%, or 25%, because those treble-bleed networks will have discouragingly large impedances (because of the resistance to ground at the right side of the cap). The highest frequencies, (if high enough!) will see the impedances of the treble-bleed networks as being very low, and will pass with much less attenuation.
What if, in ex.A, that Rg to the right is 2M. The 500pf will have very little effect. what frequencies see the 500pf part of the network as have an discouragingly large impedance will be attenuated 10% (Voltage divider's R1=200K, R2=2M).. So some frequencies "pass" at 100%, the rest at 90%ish. to the ear, if Rg=2M, the 500pf is nearly non-existent. If Rg=10K, its a completely different story.
What if the next component to the right is a output jack? what if there is no resistor 'Rg' in the circuit? in that case, whatever you plug into that jack would have some impedance to ground, so effectively Rg (or maybe better called "Zg"??) would still be there and still be important.
Is the capacitance being reduced there when a resistor or a wiper to side terminal resistance is in play?
the impedance of the cap & resistor, or cap & pot (resistor+resistor), is frequency dependent. for instrument AC signals "hoping to pass", they don't see "just the cap", they see the cap and resistors together as a network, and depending on the frequency, they see an impedance somewhere between impassibly high, and easily-passibly low...
that's my take on it!