Given: ZXWU = ZZVT; ZZTV = ZXUW: TU = WW Which relationship in the diagram is true?
Х
N
O AXYZ = AXYS by SSS
O AZYX = AVYU by AAS
O ARYZ = AXZY by SAS
AZVT – AXWU by ASA
S
R
w
U

Option (4)

Step-by-step explanation:

Given : ∠XWU ≅ ∠ZVT, ∠ZTV ≅ ∠XUW and TU ≅ VW

From the figure attached,

In ΔZVT and ΔXWU,

∠ZVT ≅ ∠XWU [Given]

∠ZTV ≅ ∠XUW [Given]

TU ≅ VW [Given]

TU + UV ≅ VW + UV [Since UV is common in both the segments]

TV ≅ UW

ΔZVT ≅ ΔXWU  [By ASA property of congruence]

Therefore, Option(4) is the answer.

6 divided by -24

Step-by-step explanation: