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DFA Dimensional California Municipal Bond ETF Stock Price Chart

  • The current trend is relatively stagnant and DFCA is experiencing slight buying pressure.

DFA Dimensional California Municipal Bond ETF Price Chart Indicators

Moving Averages Level Buy or Sell
8-day SMA: 50.14 Sell
20-day SMA: 50.14 Buy
50-day SMA: 50.07 Buy
200-day SMA: 49.57 Buy
8-day EMA: 50.14 Buy
20-day EMA: 50.13 Buy
50-day EMA: 50.03 Buy
200-day EMA: 49.78 Buy

DFA Dimensional California Municipal Bond ETF Technical Analysis Indicators

Chart Indicators Level Buy or Sell
MACD (12, 26): 0.02 Buy
Relative Strength Index (14 RSI): 52.59 Buy
Chaikin Money Flow: 9722 -
Bollinger Bands Level Buy or Sell
Bollinger Bands (25): (50.09 - 50.17) Buy
Bollinger Bands (100): (49.34 - 50.16) Buy

DFA Dimensional California Municipal Bond ETF Technical Analysis

Technical Analysis: Buy or Sell?
8-day SMA:
20-day SMA:
50-day SMA:
200-day SMA:
8-day EMA:
20-day EMA:
50-day EMA:
200-day EMA:
MACD (12, 26):
Relative Strength Index (14 RSI):
Bollinger Bands (25):
Bollinger Bands (100):

Technical Analysis for DFA Dimensional California Municipal Bond ETF Stock

Is DFA Dimensional California Municipal Bond ETF Stock a Buy?

DFCA Technical Analysis vs Fundamental Analysis

Sell
36
DFA Dimensional California Municipal Bond ETF (DFCA) is a Sell

Is DFA Dimensional California Municipal Bond ETF a Buy or a Sell?

DFA Dimensional California Municipal Bond ETF Stock Info

Market Cap:
0
Price in USD:
50.14
Share Volume:
31.9K

DFA Dimensional California Municipal Bond ETF 52-Week Range

52-Week High:
50.78
52-Week Low:
47.87
Sell
36
DFA Dimensional California Municipal Bond ETF (DFCA) is a Sell

DFA Dimensional California Municipal Bond ETF Share Price Forecast

Is DFA Dimensional California Municipal Bond ETF Stock a Buy?

Technical Analysis of DFA Dimensional California Municipal Bond ETF

Should I short DFA Dimensional California Municipal Bond ETF stock?

* DFA Dimensional California Municipal Bond ETF stock forecasts short-term for next days and weeks may differ from long term prediction for next month and year based on timeline differences.