iShares MSCI (Australia) Profile

92.40
AUD 0.40  0.43%
30%
100%

iShares MSCI Summary

iShares MSCI EAFE ETF (IVE) is traded on Australian Securities Exchange in Australia. It is located in San Francisco, CA and employs 15 people. The company currently falls under 'Large-Cap' category with current market capitalization of 98.22 B.
Check iShares MSCI Probability Of Bankruptcy

Target Price Odds Analysis

Odds Below 92.4HorizonTargetOdds Above 92.4
64.69%30 days 92.40 33.98%
Based on normal probability distribution, the odds of iShares MSCI to move above current price in 30 days from now is about 33.98% (This iShares MSCI EAFE ETF probability density function shows the probability of iShares MSCI ETF to fall within a particular range of prices over 30 days) .

iShares MSCI EAFE Risk Profiles

Key Fundamentals

iShares MSCI Against Markets

Current Ratings

iShares MSCI 30 Days Performance Scores
Risk Adjusted
Performance Score (0 to 100)
8 
Chance of
Financial Distress (0 to 100%)
38 
Equity ratings for iShares MSCI EAFE ETF are calculated dynamically based on Macroaxis scoring framework. Click here to learn more
The iShares MSCI EAFE ETF seeks to provide investment results that correspond to the price and yield performance of publicly traded securities in the European, Australasian, and Far Eastern markets, as measured by the MSCI EAFE Index. iShares MSCI is traded on Australian Securities Exchange in Australia. more
NameiShares MSCI EAFE ETF
President TrusteeMichael LathamView All
Macroaxis Advice
InstrumentAustralia ETF
Business AddressSan Francisco, CA
ExchangeAustralian Securities Exchange
SectoriShares
BenchmarkDOW
Phone415 597 2000
CurrencyAUD - Australian Dollar

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Management

iShares MSCI Corporate Management
Robert Silver Independent Trustee
John Kerrigan Independent Trustee
Madhav Rajan Independent Trustee
Cecilia Herbert Independent Trustee
Charles Hurty Independent Trustee
Please also check Risk vs Return Analysis. Please also try Portfolio Volatility module to check portfolio volatility and analyze historical return density to properly model market risk.