VEU
Vanguard FTSE All-World ex-US Index Fund ETF Shares [VEU] Stock Forecast
Buy or Sell ? Support and Resistance
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RSI : 000
VEU Stock Summary
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VEU Financial details
Company Rating
-
Market Cap
26.41B
Income
2.22B
Revenue
1.64B
Book val./share
-
Cash/share
-
Dividend
0.49
Dividend %
3.37%
Employees
-
Optionable
No
Shortable
Yes
Earnings
-
P/E
0
Forward P/E
-
PEG
-
P/S
-
P/B
-
P/C
-
P/FCF
-
Quick Ratio
-
Current Ratio
-
Debt / Equity
-
LT Debt / Equity
-
-
-
EPS (TTM)
2.34
EPS next Y
-
EPS next Q
-
EPS this Y
-203.54%
EPS next Y
-
EPS next 5Y
-
EPS last 5Y
26.45%
Revenue last 5Y
7.34%
Revenue Q/Q
-
EPS Q/Q
-
-
-
-
-
SMA20
-1.22%
SMA50
-5.81%
SMA100
-3.57%
Inst Own
-
Inst Trans
-
ROA
-
ROE
-
ROC
-
Gross Margin
-
Oper. Margin
-
Profit Margin
-
Payout
-
Shs Outstand
-
Shs Float
-
-
-
-
-
Target Price
-
52W Range
49.47-59.0
52W High
+36.96%
52W Low
+64.91%
RSI
48
Rel Volume
0.54
Avg Volume
2.63M
Volume
1.41M
Perf Week
-1.58%
Perf Month
-3.17%
Perf Quarter
-3.91%
Perf Half Y
9.58%
-
-
-
-
Beta
1.02
-
-
Volatility
0.94%, 1.07%
Prev Close
-0.19%
Price
80.8051
Change
-0.12%
VEU Financial Performance
VEU Frequently Asked Questions
What is Vanguard FTSE All-World ex-US Index Fund ETF Shares stock symbol ?
Vanguard FTSE All-World ex-US Index Fund ETF Shares is a US stock and trading under the symbol VEU
What is Vanguard FTSE All-World ex-US Index Fund ETF Shares stock quote today ?
Vanguard FTSE All-World ex-US Index Fund ETF Shares stock price is $80.8051 today.
Is Vanguard FTSE All-World ex-US Index Fund ETF Shares stock public?
Yes, Vanguard FTSE All-World ex-US Index Fund ETF Shares is a publicly traded company.
Company Profile
- Volume Average 2.63M
- Market Capitalization 26.41B
- Headquarters US
- IPO Date 2007-03-08
The fund employs an indexing investment approach designed to track the performance of the FTSE All-World ex US Index. The advisor attempts to replicate the target index by investing all, or substantially all, of its assets in the stocks that make up the index, holding each stock in approximately the same proportion as its weighting in the index.
