iShares Edge MSCI Min Vol EAFE ETF Equity-NMS: EFAV

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Previous close :	$82.06
Open :	$81.82
Today's high :	$82.6
Today's low :	$81.82
52W low :	$67.3259
52W high :	$82.6
1Y :	18.34%
5Y :	28.72%

What is iShares Edge MSCI Min Vol EAFE ETF (EFAV) price today?

The iShares Edge MSCI Min Vol EAFE ETF (EFAV) share price as of April 30, 2025 is $82.43. If you are investing from India, you can check the value in INR before investing.

Can I buy iShares Edge MSCI Min Vol EAFE ETF (EFAV) shares?

Yes, Indian investors can buy iShares Edge MSCI Min Vol EAFE ETF (EFAV) in the US stock market by opening an International Trading Account with Angel One.

How to buy iShares Edge MSCI Min Vol EAFE ETF (EFAV) Shares in India?

Indian investors can buy iShares Edge MSCI Min Vol EAFE ETF (EFAV) through the following modes:

Direct investment: One can invest through opening an International Trading Account with Angel One. Once account is opened, you can add funds in U.S. dollars to buy iShares Edge MSCI Min Vol EAFE ETF (EFAV).
Indirect investment: One can invest indirectly in iShares Edge MSCI Min Vol EAFE ETF (EFAV) through mutual funds and Exchange Traded Funds (ETFs) that offer exposure to global stocks.

Can I buy Fractional shares of iShares Edge MSCI Min Vol EAFE ETF (EFAV)?

Yes, you can buy a fraction of iShares Edge MSCI Min Vol EAFE ETF (EFAV). In Angel One, you can buy global stocks for any dollar value.

The investment seeks the investment results of the MSCI EAFE Minimum Volatility (USD) Index composed of developed market equities that, in the aggregate, have lower volatility characteristics relative to the broader developed equity markets, excluding the U.S. and Canada. The fund generally will invest at least 90% of its assets in the component securities of the underlying index and in investments that have economic characteristics that are substantially identical to the component securities of the underlying index. The index measures the performance of international equity securities that in the aggregate have lower relative volatility.