MCQ
To construct a perpendicular to a line $(L)$ from a point $(P)$ outside the line, steps are given in jumbled form. Identify the fourth step from the following
$(1)$ Draw line $PQ$
$(2)$Draw a line $L$ and consider point $P$ outside the line
$(3)$Take $P$ as a center, draw $2$ arcs on line $L$ and name it as points $A$ and $B$ respectively
$(4)$Taking $A$ and $B$ as a center one by one and keeping the same distance in compass
draw the arcs on other side of the line. The point where these arcs intersect name that point as $Q$
$(1)$ Draw line $PQ$
$(2)$Draw a line $L$ and consider point $P$ outside the line
$(3)$Take $P$ as a center, draw $2$ arcs on line $L$ and name it as points $A$ and $B$ respectively
$(4)$Taking $A$ and $B$ as a center one by one and keeping the same distance in compass
draw the arcs on other side of the line. The point where these arcs intersect name that point as $Q$
- A$4$
- B$3$
- C$2$
- ✓$1$