add_try_dotnet (dotnet#6733)

Author: v-mepa

xml/System.Numerics/Complex.xml

@@ -265,7 +265,7 @@
 ## Examples  
  The following example calculates the absolute value of a complex number and demonstrates that it is equivalent to the value of the <xref:System.Numerics.Complex.Magnitude%2A> property.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.abs/cs/abs1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.abs/cs/abs1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.abs/vb/abs1.vb" id="Snippet1":::  
   
  ]]></format>
@@ -353,7 +353,7 @@
 
  The following example illustrates addition with complex numbers.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.add/cs/add1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.add/cs/add1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.add/vb/add1.vb" id="Snippet1":::  
           ]]></format>
         </remarks>
@@ -1169,7 +1169,7 @@ The addition of a complex number (a + bi) and a real number (which can be regard
 ## Examples  
  The following example illustrates the <xref:System.Numerics.Complex.Exp%2A> method. It shows that, with some allowance for the lack of precision of the <xref:System.Double> data type, passing the value returned by the <xref:System.Numerics.Complex.Log%2A> method to the <xref:System.Numerics.Complex.Exp%2A> method returns the original <xref:System.Numerics.Complex> value.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.log/cs/log1.cs" id="Snippet1"::: 
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.log/cs/log1.cs" interactive="try-dotnet" id="Snippet1"::: 
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.log/vb/log1.vb" id="Snippet1":::   
   
  ]]></format>
@@ -1231,7 +1231,7 @@ The addition of a complex number (a + bi) and a real number (which can be regard
 ## Examples  
  The following example uses the <xref:System.Numerics.Complex.FromPolarCoordinates%2A> method to instantiate a complex number based on its polar coordinates and then displays the value of its <xref:System.Numerics.Complex.Magnitude%2A> and <xref:System.Numerics.Complex.Phase%2A> properties.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.phase/cs/phase1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.phase/cs/phase1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.phase/vb/phase1.vb" id="Snippet1":::  
   
  ]]></format>
@@ -1327,7 +1327,7 @@ The addition of a complex number (a + bi) and a real number (which can be regard
 ## Examples  
  The following example instantiates an array of <xref:System.Numerics.Complex> objects and displays the real and imaginary components of each in the form a + bi.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.real/cs/real1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.real/cs/real1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.real/vb/real1.vb" id="Snippet1":::  
   
  ]]></format>
@@ -1731,7 +1731,7 @@ The addition of a complex number (a + bi) and a real number (which can be regard
 ## Examples  
  The following example calculates the absolute value of a complex number and demonstrates that it is equivalent to the value of the <xref:System.Numerics.Complex.Magnitude%2A> property.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.abs/cs/abs1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.abs/cs/abs1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.abs/vb/abs1.vb" id="Snippet1":::  
   
  ]]></format>
@@ -1759,7 +1759,7 @@ The <xref:System.Numerics.Complex.Multiply%2A> method is implemented for languag
 
 The following example multiples a complex number by each element in an array of complex numbers.  
   
-:::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.multiply/cs/multiply1.cs" id="Snippet1":::
+:::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.multiply/cs/multiply1.cs" interactive="try-dotnet" id="Snippet1":::
 :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.multiply/vb/multiply1.vb" id="Snippet1":::  
   
           ]]></format>
@@ -3680,7 +3680,7 @@ Languages that do not support custom operators can call the <xref:System.Numeric
 ## Examples  
  The following example uses the <xref:System.Numerics.Complex.FromPolarCoordinates%2A> method to instantiate a complex number based on its polar coordinates, and then displays the value of its <xref:System.Numerics.Complex.Magnitude%2A> and <xref:System.Numerics.Complex.Phase%2A> properties.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.phase/cs/phase1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.phase/cs/phase1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.phase/vb/phase1.vb" id="Snippet1":::  
   
  ]]></format>
@@ -3750,7 +3750,7 @@ Languages that do not support custom operators can call the <xref:System.Numeric
 ## Examples  
  The following example illustrates exponentiation using a complex number and an exponent whose value ranges from -1 to 10.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.pow/cs/pow1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.pow/cs/pow1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.pow/vb/pow1.vb" id="Snippet1":::  
   
  ]]></format>
@@ -3907,7 +3907,7 @@ Languages that do not support custom operators can call the <xref:System.Numeric
 ## Examples  
  The following example uses the <xref:System.Numerics.Complex.Reciprocal%2A> method to calculate the reciprocal values of several complex numbers. It also demonstrates that the result of multiplying a complex number by its reciprocal is <xref:System.Numerics.Complex.One?displayProperty=nameWithType>.  
   
- :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.reciprocal/cs/reciprocal1.cs" id="Snippet1":::
+ :::code language="csharp" source="~/samples/snippets/csharp/VS_Snippets_CLR_System/system.numerics.complex.reciprocal/cs/reciprocal1.cs" interactive="try-dotnet" id="Snippet1":::
  :::code language="vb" source="~/samples/snippets/visualbasic/VS_Snippets_CLR_System/system.numerics.complex.reciprocal/vb/reciprocal1.vb" id="Snippet1":::  
   
  ]]></format>