Companies: 10,153     total market cap: ₹9479.066 T
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Charles Schwab
SCHW
#107
Rank
₹12.469 T
Marketcap
🇺🇸 United States
Country
₹6,812
Share price
0.56%
Change (1 day)
47.21%
Change (1 year)
🏦 Banks💳 Financial services
Categories

Charles Schwab Corporation is an American company based in San Francisco, California. Charles Schwab offers commercial banking, stock brokerage, and wealth management advisory services to both retail and institutional clients. The company's chairman is its founder Charles Schwab.

Charles Schwab (SCHW) - Net assets

Net assets on the balance sheet as of June 2024 : ₹3.712 Trillion

According to Charles Schwab's latest financial reports the company has ₹3.712 Trillion in net assets.
A company’s net assets is the sum of its assets minus the sum of its liabilities.

Charles Schwab - Net assets on balance sheet (from 2001 to 2024)

Net assets by year

Year Net assets Change
2023-12-31$₹3.409 T12.56%
2022-12-31$₹3.029 T-27.66%
2021-12-31$₹4.187 T2.14%
2020-12-31$₹4.099 T164.4%
2019-12-31$₹1.550 T7.29%
2018-12-31$₹1.445 T22.19%
2017-12-31$₹1.182 T6%
2016-12-31$₹1.115 T25.29%
2015-12-31$₹890.62 B19.06%
2014-12-31$₹748.05 B16.64%
2013-12-31$₹641.33 B22.15%
2012-12-31$₹525.02 B28.66%
2011-12-31$₹408.07 B46.27%
2010-12-31$₹278.98 B18.52%
2009-12-31$₹235.38 B20.59%
2008-12-31$₹195.19 B33.27%
2007-12-31$₹146.46 B-33.97%
2006-12-31$₹221.80 B10.76%
2005-12-31$₹200.25 B5.42%
2004-12-31$₹189.94 B-6.48%
2003-12-31$₹203.10 B5.6%
2002-12-31$₹192.34 B-4.24%
2001-12-31$₹200.87 B

Net assets for similar companies or competitors

Company Net assets differencediff. Country
Raymond James
RJF
₹945.26 B-74.54%🇺🇸 USA
Stifel
SF
₹469.42 B-87.36%🇺🇸 USA
Envestnet
ENV
₹43.61 B-98.83%🇺🇸 USA
Bank of America
BAC
₹25.047 T 574.61%🇺🇸 USA
Morgan Stanley
MS
₹8.841 T 138.14%🇺🇸 USA
Morningstar
MORN
₹132.26 B-96.44%🇺🇸 USA
Interactive Brokers
IBKR
₹1.352 T-63.59%🇺🇸 USA

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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