EnergyLabelEU
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Costs for 0.283 €/kWh · Eurostat 2026 H1

Range hood · 673 m³/h

Hoover HTS6CBH3XW/1

A++

Uses less electricity than 94% of the 3,998 range hoods, 600–799 m³/h on the EU register. At your selected price (European Union) that is €6 a year, €63 over ten years.

Noise (max)
65 dB
Typical 66 dB
Airflow (max)
673 m³/h
Running cost
€6 / year

In the most efficient quarter of its group: 60 % below the typical 55 kWh. Class A++ is the best class any model in this group reaches, and only 7% of them do. Hoover has 22 models in this group; this one is number 3 among them. Hoover sells the same label values under other model names: HTS6CBH3XW.

Where it stands

Rank 237 of 3,998 range hoods, 600–799 m³/h by yearly consumption. 236 use less.

Median 55 This model · 22 5 185 kWh ← uses less · uses more →

Next to it in the ranking

  1. A++ Rosieres RDG9DCH3B 22 kWh −€0.11
  2. A++ Hoover HTS6CBH3XW 22 kWh same
  3. A++ Hoover HTS6CBH3XW/1 22 kWh
  4. A++ Amica OKP6651S A++ 22 kWh same
  5. A++ Hoover HTS9CBH3X 22 kWh +€0.03
See the full ranking

Noise and extraction

50 dB · quiet office70 dB · vacuum cleaner 65 dB
Dashed: group median 66 dB
Extraction (fluid dynamic)
A
Grease filtering
D
Lighting
A

Same size, lower running cost

On sale, at least 10% less energy, same size group

Model AirflowdB kWh / yr Saves / year in 10 years
A++ Hoover HTS6CBH3XW/1 (this model)
673 m³/h65 22 — —
735 m³/h64 8 €4 €41
735 m³/h64 8 €4 €41
735 m³/h64 8 €4 €41
679 m³/h58 8 €4 €40
679 m³/h58 8 €4 €40

Label and product sheet

Energy class
A++ (scale A+++–D)
Yearly energy
22.2 kWh
Airflow min / max
494 / 673 m³/h
Noise min / max
57 / 65 dB(A)
Fluid dynamic efficiency
A
Grease filtering
D (65.1 %)
Lighting efficiency
A

Model numbers and history

Registered by Hoover under one model number.

HTS6CBH3XW/1

  1. Placed on the EU market
  2. First published in the EU register (EPREL)

Questions

How loud is the Hoover HTS6CBH3XW/1?

Its label states 65 dB(A) at the highest normal setting. The typical hood in this airflow group is 66 dB(A); every 10 dB sounds about twice as loud.