Vector products: Difference between revisions

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@@ Line 324: / Line 324: @@
 =={{header|D}}==
-<lang d>import std.stdio, std.algorithm, std.conv;
+<lang d>import std.stdio, std.algorithm, std.conv, std.numeric;
 struct V3 {
@@ Line 333: / Line 333: @@
     pure nothrow double dot(in V3 rhs) const {
-        return x*rhs.x + y*rhs.y + z*rhs.z;
+        return dotProduct(v, rhs.v);
     }
@@ Line 354: / Line 354: @@
 void main() {
-    const V3 a = {3,4,5}, b = V3(4,3,5), c = V3(-5,-12,-13);
+    const V3 a = {3, 4, 5},
-    writefln("a = %s, b = %s, c = %s", a, b, c);
+             b = {4, 3, 5},
-    writeln("a . b      = ", a.dot(b));
+             c = {-5, -12, -13};
-    writeln("a x b      = ", a.cross(b));
+    writeln("a = ", a);
-    writeln("a .(b x c) = ", scalarTriple(a,b,c));
+    writeln("b = ", b);
-    writeln("a x(b x c) = ", vectorTriple(a,b,c));
+    writeln("c = ", c);
+    writeln("a . b = ", a.dot(b));
+    writeln("a x b = ", a.cross(b));
+    writeln("a . (b x c) = ", scalarTriple(a,b,c));
+    writeln("a x (b x c) = ", vectorTriple(a,b,c));
 }</lang>
 Output:
-<pre>a = [3, 4, 5], b = [4, 3, 5], c = [-5, -12, -13]
+<pre>a = [3, 4, 5]
-a . b      = 49
+b = [4, 3, 5]
-a x b      = [5, 5, -7]
+c = [-5, -12, -13]
-a .(b x c) = 6
+a . b = 49
-a x(b x c) = [-267, 204, -3]</pre>
+a x b = [5, 5, -7]
+a . (b x c) = 6
+a x (b x c) = [-267, 204, -3]</pre>
 =={{header|Euphoria}}==