edited by

1 Answer

0 votes
0 votes

In the given figure both the end sides are flat. So, this rules out option D which has a dent on right side.

Now, if we draw a horizontal line from the end positions of the given figure (both end positions are at same level), we can see $2$ rectangle projections and $3$ dents out of which $2$ are $L$ shaped but not with same orientation. So, the correct option should complement this.

  • Option A: satisfies the required criteria of having $3$ projections out of which $2$ are $L$ shaped having different orientation and $2$ rectangle dents.
  • Option B: has only one dent.
  • Option C: the orientation of the $2$ $L$ shapes are the same ans so cannot fit the given figure.

Correct Option: A.

Answer:

Related questions

1 answers
2 votes
Arjun asked Feb 15, 2022
Which one of the groups given below can be assembled to get the shape that is shown above using each piece only once without overlapping with each other? (rotation and tr...
1 answers
1 votes
gatecse asked Feb 22, 2021
$$\begin{array}{|c|c|} \hline \textbf{Company} & \textbf{Ratio} \\\hline C1 & 3:2 \\\hline C2 & 1:4 \\\hline C3 & 5:3 \\\hline C4 & 2:3 \\\hline C5 & 9:1 \\\hline C6 & 3:...