EQ Frequency Guide Calculator
Find the best frequencies to cut and boost for common instruments and problem areas.
About this calculator
Every instrument occupies a characteristic frequency range where its fundamental tone and harmonics live, and most common mix problems -- mud, harshness, thinness, boominess -- trace back to specific, well-known frequency bands within that range rather than the whole spectrum at once. This calculator looks up starting-point cut and boost frequencies for six common instrument categories (vocals, kick, snare, guitar, bass, piano) crossed against four typical complaints, along with a high-pass filter to remove sub-audible rumble and a low-pass filter to tame excessive top-end hiss or harshness specific to that instrument.
Room size feeds into the suggested Q (filter width) rather than into the frequencies themselves -- a smaller room tends to build up narrower, more resonant problem frequencies that respond better to a tighter, higher-Q cut, while a larger room's problems are broader and better addressed with a wider, lower-Q filter. None of these numbers are a substitute for listening: the table gives a fast starting point for where to place an EQ band, but the exact frequency and amount of cut or boost that sounds right always depends on the specific recording, microphone, and room, and should be dialed in by ear from the suggested starting point rather than applied blindly.
Inputs
Results
Cut Frequency
300 Hz
How to Use This Calculator
- Select the Instrument Type (Vocals, Kick, Snare, Guitar, Bass, or Piano).
- Select the Problem Area you're hearing (Muddy, Harsh, Thin, or Boomy).
- Select the Room Size (Small, Medium, or Large) to adjust the suggested Q width.
- Review the Cut Frequency (Hz) result to tame the problem area.
- Use the Boost Frequency (Hz), High-Pass Filter (Hz), Low-Pass Filter (Hz), and Suggested Q to round out your EQ settings.
What each input means
- Instrument Type
- Select the instrument type
- Problem Area
- Select the problem area
- Room Size
- Select the room size -- affects the recommended Q width
How this is calculated
Worked example, using the default values
- Identify Input ParametersInstrument Type = 1, Problem Area = 1, Room Size = 2 = 3 input(s) provided
- Calculate Cut FrequencyCut Frequency300 = 300
- Calculate Boost FrequencyBoost Frequency5000 = 5000
- Calculate High-Pass FilterHigh-Pass Filter80 = 80
Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
How does the calculator decide which frequency to cut for a 'muddy' vocal versus a 'muddy' kick drum?
Mud lives in different places for different sound sources because it's caused by buildup around each instrument's own fundamental and lower overtones -- a muddy vocal is typically cleaned up by cutting around 300 Hz, while a muddy kick drum is more often cleaned up around 400 Hz, a higher frequency reflecting where boxy buildup sits in a kick's tone rather than its low sub-bass thump. The calculator looks up a frequency specific to both the instrument and the complaint together, rather than applying one generic "mud frequency" to everything.
How different is the suggested Q for a small room versus a large room?
The calculator suggests a Q of about 2.5 for a small room, dropping to roughly 1.0 for a large room -- meaning the recommended EQ cut is more than twice as narrow in a small space. Small rooms build up sharper, more resonant problem frequencies from close-boundary reflections, so a tight, high-Q notch targets the issue without removing tone from the surrounding frequencies the way a wide cut would.
Do the boost and cut frequencies ever land close together for the same instrument?
Mostly no, with one exception. For three of the four problem areas -- Muddy, Harsh, and Thin -- the cut frequencies this calculator suggests sit in the low-to-low-mid range where buildup accumulates, while the boost frequencies sit much higher, typically in the presence and air bands where clarity and sparkle live. Boomy is the exception: since boominess is itself a low-frequency problem, both the suggested cut and boost sit down in the low end for every instrument, and the boost frequency actually comes in lower than the cut frequency rather than higher. Either way, cut and boost are kept apart on purpose -- overlapping them would mostly cancel out -- it just doesn't always mean the boost sits way up in the top end.
Should I always apply both the suggested cut and the suggested boost?
Not necessarily -- the calculator returns both a cut and a boost frequency as independent starting points, but only one is usually needed to fix a specific complaint like harshness or thinness. Applying an unnecessary second EQ move can just as easily introduce a new problem as fix the original one, so treat each suggested frequency as an option to try and evaluate by ear, not a package deal to apply together.
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