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Answered

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Fill the missing reasons.
Given: Angle S ≈ Angle L, ST ll LA
Proof: Angle S ≈ Angle L, AT ≈ AT, ST ll LA, Angle STA ≈ Angle LAT, ∆ SAT ≈ ∆LTA

Refer to the figure on the right to answer the following.

1. Name the included side of Angle 4 and 6.
2. Name the included side of Angle 12 and 10.
3. Name the included side of Angle 5 and 6.
4. Name the included side of Angle 8 and 9.​

Fill The Missing ReasonsGiven Angle S Angle L ST Ll LAProof Angle S Angle L AT AT ST Ll LA Angle STA Angle LAT SAT LTARefer To The Figure On The Right To Answer class=

Sagot :

CloudyClothyidn

REASONING

Answer:

Given: Angle S ≈ Angle L, ST ll LA

Prove: ∆SAT ≈ ∆LTA

Proof:

1. Angle S ≈ Angle L

  • Given

2. AT ≈ AT

  • Reflexive Property

3. ST ll LA

  • Given

4. Angle STA ≈ Angle LAT

  • PAIC

5. ∆ SAT ≈ ∆LTA

  • AAS Congruence Theorem

Refer to the figure on the right to answer the following.

1. Name the included side of Angle 4 and 6.

  • Line segment SE

2. Name the included side of Angle 12 and 10.

  • Line segment SA

3. Name the included side of Angle 5 and 6.

  • Line segment SR and SE

4. Name the included side of Angle 8 and 9.

  • Line segment ES and EA
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