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China Automotive Systems Stock Price Chart
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Sell
26
CAAS
China Automotive Systems
Last Price:
$3.69
Seasonality Move:
-1.54%
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$
7
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Based on the share price being below its 5, 20 & 50 day exponential moving averages, the current trend is considered strongly bearish and CAAS is experiencing buying pressure, which is a positive indicator for future bullish movement.
China Automotive Systems Price Chart Indicators
| Moving Averages | Level | Buy or Sell |
|---|---|---|
| 8-day SMA: | 3.64 | Buy |
| 20-day SMA: | 4.12 | Sell |
| 50-day SMA: | 4.28 | Sell |
| 200-day SMA: | 4.1 | Sell |
| 8-day EMA: | 3.72 | Sell |
| 20-day EMA: | 3.96 | Sell |
| 50-day EMA: | 4.16 | Sell |
| 200-day EMA: | 4.12 | Sell |
China Automotive Systems Technical Analysis Indicators
| Chart Indicators | Level | Buy or Sell |
|---|---|---|
| MACD (12, 26): | -0.22 | Sell |
| Relative Strength Index (14 RSI): | 40 | Sell |
| Chaikin Money Flow: | 21320 | - |
| Bollinger Bands | Level | Buy or Sell |
|---|---|---|
| Bollinger Bands (25): | (3.7 - 4.7) | Sell |
| Bollinger Bands (100): | (3.91 - 4.53) | Sell |
China Automotive Systems Technical Analysis
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| Relative Strength Index (14 RSI): | ||||||||||
| Bollinger Bands (25): | ||||||||||
| Bollinger Bands (100): | ||||||||||
Technical Analysis for China Automotive Systems Stock
Is China Automotive Systems Stock a Buy?
-
China Automotive Systems share price is 3.69 while CAAS 8-day simple moving average is 3.64, which is a Buy signal.
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The stock price of CAAS is 3.69 while China Automotive Systems 20-day SMA is 4.12, which makes it a Sell.
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China Automotive Systems 50-day simple moving average is 4.28 while CAAS share price is 3.69, making it a Sell technically.
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CAAS stock price is 3.69 and China Automotive Systems 200-day simple moving average is 4.10, creating a Sell signal.
CAAS Technical Analysis vs Fundamental Analysis
Sell
26
China Automotive Systems (CAAS)
is a Sell
Is China Automotive Systems a Buy or a Sell?
-
China Automotive Systems stock is rated a SellThe current China Automotive Systems [CAAS] share price is $3.69. The Score for CAAS is 26, which is 48% below its historic median score of 50, and infers higher risk than normal.
China Automotive Systems Stock Info
Market Cap:
111.3M
Price in USD:
3.69
Share Volume:
21.3K
China Automotive Systems 52-Week Range
52-Week High:
5.37
52-Week Low:
3.34
Sell
26
China Automotive Systems (CAAS)
is a Sell
China Automotive Systems Share Price Forecast
-
What is the China Automotive Systems stock price today?The China Automotive Systems stock price is 3.69 USD today.
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Will CAAS stock go up or go down?China Automotive Systems> share price is forecast to RISE/FALL based on technical indicators
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Is China Automotive Systems overvalued?According to simple moving average, exponential moving average, oscillators, and other technical indicators, China Automotive Systems is overvalued.
Is China Automotive Systems Stock a Buy?
-
China Automotive Systems share price is 3.69 while CAAS 8-day exponential moving average is 3.72, which is a Sell signal.
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The stock price of CAAS is 3.69 while China Automotive Systems 20-day EMA is 3.96, which makes it a Sell.
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China Automotive Systems 50-day exponential moving average is 4.16 while CAAS share price is 3.69, making it a Sell technically.
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CAAS stock price is 3.69 and China Automotive Systems 200-day simple moving average is 4.12, creating a Sell signal.
Technical Analysis of China Automotive Systems
Should I short China Automotive Systems stock?
-
CAAS Moving Average Covergence Divergence (MACD) indicator is -0.22, suggesting China Automotive Systems is a Sell
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China Automotive Systems Relative Strength Index (RSI) is 40, which suggest China Automotive Systems is oversold
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The Bollinger Bands (25) for China Automotive Systems is (3.7 - 4.7), which suggest China Automotive Systems is a Sell
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The Bollinger Bands (100) for China Automotive Systems is (3.91 - 4.53), which suggest China Automotive Systems is a Sell
* China Automotive Systems stock forecasts short-term for next days and weeks may differ from long term prediction for next month and year based on timeline differences.