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i5-11600K vs i7-10700K

Full specification comparison between the Intel Core i5-11600K (2021) and the Intel Core i7-10700K (2020).

Winner

i5-11600K

Intel Entry-level

63 / perf index
  • ~5% faster on average
  • Cheaper at launch ($262 vs $374)
  • Newer (2021 vs 2020)
  • Better performance per dollar
  • More power-efficient

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i7-10700K

Intel Entry-level

60 / perf index
  • More cores (8 vs 6)
  • Larger L3 cache (16 MB vs 12 MB)
  • Higher boost clock (5.1 vs 4.9 GHz)

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Verdict: The i5-11600K is around 5% faster than the i7-10700K on average — a modest edge you may notice in demanding titles, but not a generational leap.

For gaming the i5-11600K leads, but the i7-10700K pulls ahead in heavily multi-threaded work like rendering, compiling and video export thanks to its stronger multi-core throughput.

At launch pricing, the i5-11600K offers more performance per dollar, and the i5-11600K is the more power-efficient chip.

Estimated performance

i5-11600K
63
i7-10700K
60

Estimated average 1080p gaming performance compiled from publicly available benchmark data. Individual games vary.

Specs side by side

Specificationi5-11600Ki7-10700K
FamilyRocket LakeComet Lake
SocketLGA1200LGA1200
Release year20212020
Est. gaming perf.
63
60
Est. multi-core perf.
27
28
Est. single-core perf.
66
57
Cores
6
8
Threads
12
16
Max boost clock
4.9 GHz
5.1 GHz
L3 cache
12 MB
16 MB
TDP (base)
125 W
125 W
Integrated graphicsUHD 750UHD 630
Launch MSRP
$262
$374

Green bars mark the better value in each row (for power and price, lower wins).

Frequently asked questions

Is the i5-11600K better than the i7-10700K?

Yes — based on aggregated benchmark data, the i5-11600K is about 5% faster than the i7-10700K on average.

How much faster is the i5-11600K than the i7-10700K?

Roughly 5% on average in gaming workloads. The gap varies by title, resolution and settings.

Which processor is better value?

Comparing launch prices, the i5-11600K delivers more performance per dollar. Check current street prices, as market pricing often shifts the value equation.

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