I need someone who is good at maths to help work this out for me. (Please)
On a mixing desk the EQ curve on a parametric knob goes from 80Hz up to 1.9Khz. But the middle point (12 O'clock position) is 450Hz, which obviously is not mid-way between the start and end points.
So the curve rises exponentially. Between the low point (fully left 80Hz) and the middle (450Hz) there are four equally spaced unmarked points. And between the middle and the far right (1.9Khz) there are four unmarked points.
What are the frequencies of these unmarked points? This only need to be approximate, but reasonably close.
A second EQ knob goes from 550Hz to 13Khz. Middle point 3Khz.
If anyone can help I'd be very grateful
On a mixing desk the EQ curve on a parametric knob goes from 80Hz up to 1.9Khz. But the middle point (12 O'clock position) is 450Hz, which obviously is not mid-way between the start and end points.
So the curve rises exponentially. Between the low point (fully left 80Hz) and the middle (450Hz) there are four equally spaced unmarked points. And between the middle and the far right (1.9Khz) there are four unmarked points.
What are the frequencies of these unmarked points? This only need to be approximate, but reasonably close.
A second EQ knob goes from 550Hz to 13Khz. Middle point 3Khz.
If anyone can help I'd be very grateful
