Market capitalization of Motorola Solutions (MSI)

Market cap: NZ$105.28 Billion

As of December 2025 Motorola Solutions has a market cap of NZ$105.28 Billion. This makes Motorola Solutions the world's 370th most valuable company by market cap according to our data. The market capitalization, commonly called market cap, is the total market value of a publicly traded company's outstanding shares and is commonly used to measure how much a company is worth.

Market cap history of Motorola Solutions from 1996 to 2025

End of year Market Cap

Year	Marketcap	Change
2025	NZ$105.28 B	-23.97%
2024	NZ$138.48 B	68.54%
2023	NZ$82.16 B	21.07%
2022	NZ$67.86 B	1.02%
2021	NZ$67.18 B	68.15%
2020	NZ$39.95 B	-2.06%
2019	NZ$40.79 B	45.48%
2018	NZ$28.04 B	36.08%
2017	NZ$20.60 B	3.76%
2016	NZ$19.85 B	13.93%
2015	NZ$17.43 B	-7.36%
2014	NZ$18.81 B	-9.98%
2013	NZ$20.90 B	11.86%
2012	NZ$18.68 B	-3.21%
2011	NZ$19.30 B	-30.24%
2010	NZ$27.67 B	12.04%
2009	NZ$24.70 B	42.78%
2008	NZ$17.30 B	-63.36%
2007	NZ$47.21 B	-32.32%
2006	NZ$69.76 B	-15.61%
2005	NZ$82.66 B	40.1%
2004	NZ$59.00 B	16.56%
2003	NZ$50.61 B	32.28%
2002	NZ$38.26 B	-53.06%
2001	NZ$81.52 B	-18.58%
2000	NZ$100.12 B	-42.01%
1999	NZ$172.66 B	147.91%
1998	NZ$69.64 B	18.3%
1997	NZ$58.87 B	14.44%
1996	NZ$51.44 B

End of Day market cap according to different sources

On Dec 15th, 2025 the market cap of Motorola Solutions was reported to be:

NZ$105.27 Billion

by Nasdaq

NZ$105.28 Billion

by CompaniesMarketCap

Market capitalization for similar companies or competitors

Name	Marketcap	Market cap differencediff.	Country
QUALCOMM QCOM	NZ$335.04 B	218.21%	🇺🇸 USA
Honeywell HON	NZ$230.47 B	118.90%	🇺🇸 USA
Cisco CSCO	NZ$535.54 B	408.64%	🇺🇸 USA
HP HPQ	NZ$39.65 B	-62.34%	🇺🇸 USA
CalAmp CAMP.defunct	NZ$1.14 M	-100.00%	🇺🇸 USA
Ericsson ERIC	NZ$55.19 B	-47.57%	🇸🇪 Sweden
Nokia NOK	NZ$60.86 B	-42.19%	🇫🇮 Finland

What is the market capitalization of a company?

The market capitalization sometimes referred as Marketcap, is the value of a publicly listed company.
In most cases it can be easily calculated by multiplying the share price with the amount of outstanding shares.

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