FTSE Developed Market Index ETF Vanguard Equity-NMS: VEA

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Previous close :	$61.95
Open :	$62.21
Today's high :	$62.31
Today's low :	$61.95
52W low :	$44.5646
52W high :	$62.31
1Y :	22.28%
5Y :	33.78%

What is FTSE Developed Market Index ETF Vanguard (VEA) price today?

The FTSE Developed Market Index ETF Vanguard (VEA) share price as of December 5, 2025 is $62.04. If you are investing from India, you can check the value in INR before investing.

Can I buy FTSE Developed Market Index ETF Vanguard (VEA) shares?

Yes, Indian investors can buy FTSE Developed Market Index ETF Vanguard (VEA) in the US stock market by opening an International Trading Account with Angel One.

How to buy FTSE Developed Market Index ETF Vanguard (VEA) Shares in India?

Indian investors can buy FTSE Developed Market Index ETF Vanguard (VEA) 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 FTSE Developed Market Index ETF Vanguard (VEA).
Indirect investment: One can invest indirectly in FTSE Developed Market Index ETF Vanguard (VEA) through mutual funds and Exchange Traded Funds (ETFs) that offer exposure to global stocks.

Can I buy Fractional shares of FTSE Developed Market Index ETF Vanguard (VEA)?

Yes, you can buy a fraction of FTSE Developed Market Index ETF Vanguard (VEA). In Angel One, you can buy global stocks for any dollar value.

The investment seeks to track the performance of a benchmark index that measures the investment return of stocks issued by companies located in the major markets of Europe and the Pacific region. The fund employs an indexing investment approach designed to track the performance of the FTSE Developed ex North America Index, which includes approximately 1,383 common stocks of companies. It 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.