Close = (real open + real high + real low + real close) / 4
Open = (previous Heikin-Ashi open + previous Heikin-Ashi close) / 2
High = max(real high, Heikin-Ashi open, Heikin-Ashi close)
Low = min(real low, Heikin-Ashi open, Heikin-Ashi close)


উপরে দেওয়া Formula অনুযায়ী এটি সমাধান করুন এখানে  ( O = 1.10848 ) ( H = 1.11304 ) ( L = 1.10717 ) ( C = 1.11295 )

To calculate the Heikin-Ashi values using the formulas you've provided, let's go step by step with the given dataTo calculate the Heikin-Ashi values using the formulas you've provided, let's go step by step with the given 

### Given dataTo calculate the Heikin-Ashi values using the formulas you've provided, let's go step by step with the given 

### Given 
- **O** (Real Open) = 1.10848
- **H** (Real High) = 1.11304
- **L** (Real Low) = 1.10717
- **C** (Real Close) = 1.11295

We also need the **previous Heikin-Ashi open** and **previous Heikin-Ashi close** values to compute the current Heikin-Ashi open. Since these values are not provided, I'll assume them as \( O_{HA,prev} \) and \( C_{HA,prev} \), which you'll need to substitute based on your prior calculations.

### Step 1: Calculate the Heikin-Ashi Close
The formula for Heikin-Ashi close is:

\[
Close_{HA} = \frac{(Open_{real} + High_{real} + Low_{real} + Close_{real})}{4}
\]

Substituting the values:

\[
Close_{HA} = \frac{(1.10848 + 1.11304 + 1.10717 + 1.11295)}{4}
\]

Let's calculate this.

The Heikin-Ashi close is calculated to be **1.11041**.

### Step 2: Calculate the Heikin-Ashi Open
The formula for Heikin-Ashi open is:

\[
Open_{HA} = \frac{(Open_{HA,prev} + Close_{HA,prev})}{2}
\]

Since the previous Heikin-Ashi open and close values are not provided, you can substitute them into this formula once you have them from previous calculations.

### Step 3: Calculate the Heikin-Ashi High
The formula for Heikin-Ashi high is:

\[
High_{HA} = \max(High_{real}, Open_{HA}, Close_{HA})
\]

We can compute this after getting the previous Heikin-Ashi open.

### Step 4: Calculate the Heikin-Ashi Low
The formula for Heikin-Ashi low is:

\[
Low_{HA} = \min(Low_{real}, Open_{HA}, Close_{HA})
\]

Once we have the previous Heikin-Ashi values, we can proceed with these calculations.

If you have the previous Heikin-Ashi open and close, feel free to share them so we can finish the computation.

Would you like to proceed with these steps or ask further questions? 

Here are some related questions:
1. What are Heikin-Ashi charts used for in financial analysis?
2. How do Heikin-Ashi values differ from traditional candlestick charts?
3. How do you find the previous Heikin-Ashi open and close?
4. How can you apply Heikin-Ashi data to make trading decisions?
5. How can you automate the calculation of Heikin-Ashi candles?

**Tip:** Heikin-Ashi candles are smoother than traditional candlestick charts and can help identify trends more clearly by filtering out market noise.

উপরে দেওয়া Formula অনুযায়ী এটি সমাধান করুন এখানে ( O = 1.10848 ) ( H = 1.11304 ) ( L = 1.10717 ) ( C = 1.11295 )

Learn how to calculate Heikin-Ashi values using the OHLC data (O = 1.10848, H = 1.11304, L = 1.10717, C = 1.11295). This guide covers formulas to compute Heikin-Ashi Close, Open, High, and Low. Suitable for students in finance and economics.

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