No triangle can be drawn having its angles 45°, 64° and 72°.
Justification:
According to angle sum property,
We know that the sum of all the interior angles of a triangle should be = 180°.
But, according to the question,
We have the angles 45°, 64° and 72°.
Sum of these angles = 45° + 64° + 72°
= 181°, which is greater than 180°.
Hence, the angles do not satisfy the angle sum property of a triangle.
Therefore, no triangle can be drawn having its angles 45°, 64° and 72°.