91影视

A triangles in which all three sides are unequal is called a scalene triangle.

The two triangles are said to be congruent if they are copies of each other and if their vertices are superposed, then say that the corresponding angles and the sides of the triangles are congruent.

Draw a scalene $螖ABC$and a line$l$away $螖ABC$with point $P$on it.

Now, to draw triangles congruent to given $螖ABC$with one vertex at $P$ and another vertex on line localid="1638428206263" $l$.

Firstly, consider that vertex $A$of $螖ABC$ coincides with point $P$ on line $l$ and another vertex $C$ lie on line $l$ and draw figure accordingly.

In a similar way, draw one more congruent triangle by taking vertex $B$on line $l$.

Similarly, draw 4 more congruent triangles by considering vertex $B$and vertex $C$coincides with point $P$on line $l$and another vertex on line $l$.

Thus, there are six triangles congruent to given triangle with one vertex at $P$and another vertex on line $l$.

Therefore, there are six triangles congruent to given triangle with one vertex at $P$and another vertex on line $l$.