In parallelogram STUV, find the measure of TS.

Question

asked Jul 10, 2021 183k views

2 Answers

Toidiu · Answer 1 · 2021-07-11T20:05:57+0000

Answer:

123.8 cm

Explanation:

well we know that STUV is a parallelogram (given)

so by properties of a parallelogram we know that opposite sides are congruent (in other words equal)

so we have that

VU=TS

and we know that VU=123.8 cm (given)

so TS=123.8

Nutsiepully · Answer 2 · 2021-07-16T06:52:58+0000

The value of ST is 123.8 cm.

How the length of ST is determined.

A parallelogram is a quadrilateral with opposite sides that are both equal in length and parallel.

Given

Parallelogram STUV

VU = 123.8 cm

Angle WSV = 57⁰

Diagonal SU = 108.8 cm

From the definition of parallelogram

TU = SV

Also

ST = VU

Since VU is 123.8 cm

ST = 123.8 cm

Therefore, the value of ST is 123.8 cm.