Goldman Sachs Profile

33.29
USD 0  0.00%
22%

Goldman Sachs Summary

Goldman Sachs Large Cap Gr Insghts Instl [GCGIX] is traded in USA and was established October 17, 2018. The fund is listed under Large Growth category and is part of Goldman Sachs family. Goldman Sachs Large Cap Gr Insghts Instl currently has accumulated 2.32 B in assets under management (AUM) with minimum initial investment of 1000 K. , while the total return for the last 3 years was 19.79%.
Check Goldman Sachs Probability Of Bankruptcy

Instrument Allocation

Sector Allocation (%)

Top Fund Constituents

Goldman Sachs Target Price Odds Analysis

Odds Below 33.29HorizonTargetOdds Above 33.29
2.94%30 days 33.29 96.99%
Based on normal probability distribution, the odds of Goldman Sachs to move above current price in 30 days from now is roughly 97.0% (This Goldman Sachs Large Cap Gr Insghts Instl probability density function shows the probability of Goldman Sachs Fund to fall within a particular range of prices over 30 days) .

Goldman Sachs Large Top Holders

Goldman Sachs Large Risk Profiles

Goldman Sachs Key Fundamentals

Goldman Sachs Against Markets

Goldman Sachs Current Ratings

Goldman Sachs Large Cap Gr Insghts Instl 30 Days Performance Scores

Risk Adjusted
Performance Score (0 to 100)
0 
Chance of
Financial Distress (0 to 100%)
1 
Equity ratings for Goldman Sachs Large Cap Gr Insghts Instl are calculated dynamically based on Macroaxis scoring framework. Click here to learn more
The investment seeks long-term growth of capital, with dividend income as a secondary consideration. Goldman Sachs is traded on NASDAQ Stock Exchange in USA. more
NameGoldman Sachs Large Cap Gr Insghts Instl
Macroaxis Advice
InstrumentUSA Fund View All
Business AddressGoldman Sachs Trust
ExchangeNASDAQ Stock Exchange
Fund FamilyGoldman Sachs
Fund CategoryLarge Growth
BenchmarkDOW
Phone800 526 7384
CurrencyUSD - US Dollar
Beta In Three Year1.08
StartdateMarch 8, 2013
Please also check Risk vs Return Analysis. Please also try Correlation Analysis module to reduce portfolio risk simply by holding instruments which are not perfectly correlated.
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