We find that the capacitance is equal to one over four \ud835\udf0b squared times the frequency squared multiplied by the inductance \ud835\udc3f. This means that if we want to solve for \ud835\udc50 sub one, the bottom end of our capacitance range, we can do so by plugging in our value for inductance \ud835\udc3f and our \ud835\udc53 sub one value for frequency.
