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5. Use similar triangles to find side lengths.
In AABC and ARST, BC = 15, AC = 9, and RS= 6. Find the lengths of the missing sides of AABC and
ARST that would make ABC - ARST by a scale factor of.
Part 1: Sketch the triangles below.

5 Use similar triangles to find side lengths In AABC and ARST BC 15 AC 9 and RS 6 Find the lengths of the missing sides of AABC and ARST that would make ABC ARS class=

Respuesta :

The side of triangle ABC is AB = 18 , of triangle RST is ST = 5 , RT = 3 .

What is a Triangle ?

A triangle is a polygon with three sides , three vertices and three angles.

It is given that

Triangle ABC and RST

BC = 15, AC = 9, and RS= 6.

the lengths of the missing sides of AABC and

ARST

When two triangles are similar their sides are proportional and it is given that the scale factor is 1/3

6:z = 1:3

z =18

y:9 = 1:3

y =3

x:15 =1:3

x =5

Therefore the side of triangle ABC is AB = 18 , of triangle RST is ST = 5 , RT = 3 .

The triangles sketch is attached.

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