Isometric view of a solid copper object is shown below. If a constant heat source of 100 degrees C is applied at the point P continuously, which point on the solid will reach the temperature of the heat source the earliest? Neglect heat losses and assume point P lies on an equilateral triangle.
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Imagine a thermal front spreading through the uniform copper from P. Compare the shortest straight-line distance through the solid from P to each labelled point.
Step 1: Heat follows shortest path. Conduction reaches a point fastest along the shortest route through the solid. Step 2: Compare distances. Point D has the shortest conductive path from P, so it heats first. \[ \boxed{\text{Option 4 (D)}} \]