A combination of series and parallel connections of capacitors is shown in the figure. The sizes of these capacitors are given by the follow data: C1 = 5.3 μF C2 = 3.5 μF C3 = 8.5 μF C4 = 1.2 μF C5 = 0.95 μF C6 = 13.5 μF Find the total capacitance of the combination of capacitors in microfarads.

Two capacitors provide an equivalent capacitance of 16.00 μμF when connected in parallel and 4.00 μμF when connected in series. 1)What is the smaller capacitance of the capacitors? If both capacitors have the same capacitance, enter this value. (Express your answer to three significant figures.) 2)What is the larger capacitance of the capacitors? If both capacitors have the same capacitance, enter this value. (Express your answer to three significant figures.)

If the capacitance of capacitor A is 84.0 μF, the capacitance of capacitor B is 56.0 μF, and the capacitance of capacitor C is 55.0 μF, what is the equivalent capacitance of the three capacitors (in μF)?

The numbers in the following circuit represent capacitances in microfarad. Find the value of × if the equivalent capacitance between point a and b is 6 microfarads. ( pictures of the figures go together, they just don't line up exactly right)