Mathematics , 23.06.2019 03:00 smilebehappy468

Choose the abbreviation of the postulate or theorem that supports the conclusion that was not. given: ws = nt, as = ot, s = t. sss sas asa aas

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Answer from: babydoll1981

The abbreviation of the postulate which can be used to support the conclusion is SAS ( Side Angle Side )

Step-by-step explanation:

Given : WS = NT, AS = OT, S = T

Now, two sides are given to be equal and one angle

So, the similarity postulate which can be used to support the conclusion can be SAS ( Side Angle Side ). But for this postulate to be used, The angle must lie between the two equal sides.

So, the abbreviation of the postulate which can be used to support the conclusion is SAS ( Side Angle Side )

Answer from: augustmarie

SAS Postulate

Answer from: aambitiouss

SSS

Step-by-step explanation:

Given: In ΔWAS and ΔNOT

WA = NO, AS = OT, SW = TN

By SSS congruence postulate , we have

ΔWAS ≅ ΔNOT

The SSS congruence postulate or side-side-side postulate tells that if all the three sides of a triangle is equal to all the corresponding sides of the other triangle, then both the triangles are congruent.

Hence, SSS is the right abbreviation used for "side-side-side postulate."

Answer from: cristabean87

SSS

Step-by-step explanation:

WA = NO

AS = OT

SW = TN

△WAS ≅ △NOT by SSS Congruency Theorem

Answer from: Carlyalexis77301

The abbreviation that supports the conclusion is SAS

Step-by-step explanation:

Given WS=NT

AS=OT

S=T

We have two triangles named WAS and NOT

where we have two sides (WS=NT and AS=OT)

and an angle(S=T) equal

Since the angle is between the two sides

So the postulate that supports is SAS

i.e Side Angle Side

Answer from: jadentdaniels

ASA postulate supports the conclusion that WAS ≅ NOT.

Step-by-step explanation:

Given in the triangles WAS and NOT,

W = N, S = T, WS = NT

So,

∠W ≅ ∠N (Angle)∠S ≅ ∠T (Angle)WS ≅ NT (The included side)

According to ASA (Angle - Side(included) - Angle) the two triangles WAS and NOT are congruent.

*As WS and NT are included by the angles so they are congruent by ASA, not by AAS (Angle - Angle - Side(not included))

Answer from: anna8352

his answer is wrong i just turned it in

Answer from: triciajfive

Its given that WA = NO and AS = OT

The angle between WA and AS is A.

The angle between NO and OT is O.

Since WA = NO and NO = OT, A and O are corresponding angles.

But, from the given data, A = O.

Therefore, two pairs of sides and their included angles are equal.

So, the congruence that supports the conclusion is SAS (SIDE-ANGLE-SIDE).

Answer from: tlemaylund000

Since we have two congruent sides with one congruent angle in between the answer is SAS.

Answer from: shirlsmith72

The answer is SAS. I am positive. I just had my answer graded.

Step-by-step explanation:

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