Question

Triangle ABC is congruent triangle PQR ab = 6cm bc= 8cm ca=10cm and qr= 6cm what is the length of side PR

Answer 1

Answer:

given,

triangle(ABC) congruent triangle (PQR)

so,

AB=PQ[by c.p.c.t]

BC=QR[by c.p.c.t]

AC=PR[by c.p.c.t]

therefore,

PR=AC

=10cm

Step-by-step explanation:

hope this help u✌️✌️✌️........

Answer 2

Given:

AB=6 cm, BC=8cm, CA=10cm, QR=6cm

To find:

The length of PR

Solution:

The required length is 8cm.

We know that the triangles PQR and ABC are congruent.

So, their corresponding sides will be equal.

Using the lengths given, we will form the figure as attached below.

Since AB=QR=6cm, the sides CA and PQ and PR and BC will also be equal. (Congruent parts of the given congruent triangles)

So, AB=QR=6 cm

CA=PQ=10 cm

PR=BC=8 cm

So, PR's length is 8 cm.

Therefore, the required length is 8cm.