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If a line is situated in HP and inclined to VP, then its Front view(1 Point)is shorter than the true length and not lying to XYis shorter than the true length and parallel to XYis shorter than the true length and lying to XYis shorter than the true length and non parallel to XY

Question

If a line is situated in HP and inclined to VP, then its Front view(1 Point)is shorter than the true length and not lying to XYis shorter than the true length and parallel to XYis shorter than the true length and lying to XYis shorter than the true length and non parallel to XY

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Solution

The correct answer is: "is shorter than the true length and parallel to XY"

Here's why:

  1. When a line is situated in the horizontal plane (HP), it means it is lying flat on the ground.

  2. If it is inclined to the vertical plane (VP), it means it is slanting upwards from the ground but not standing straight up.

  3. The front view is what you would see if you are looking at the line from the front.

  4. Because the line is inclined, you are not seeing its full length in the front view. Hence, the front view is shorter than the true length.

  5. The line of the front view is parallel to the XY line because the line in the HP is always parallel to the XY line. The XY line is the intersection line between the HP and the VP. Since the line is in the HP, it is parallel to the XY line.

This problem has been solved

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