Ahyxz12idn
Answered

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Fill the missing reasons.
Given: FA ≈ ST and AS ≈ TF
Proof: FA ≈ ST, AS ≈ TF, FS ≈ FS, ∆FAS ≈ ∆STF

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

1. Name the included angle of DS and DR.
2. Name the included angle of SM and AM.
3. Name the included angle of SE and AE.
4. Name the included angle of SR and RE.​

Fill The Missing Reasons Given FA ST And AS TFProof FA ST AS TF FS FS FAS STFRefer To The Figure On The Right To Answer The Following1 Name The Included Angle O class=

Sagot :

CloudyClothyidn

REASONING

Answer:

Given: FA ≈ ST and AS ≈ TF

Prove: ∆FAS ≈ ∆STF

Proof:

1. FA ≈ ST

  • Given

2. AS ≈ TF

  • Given

3.. FS ≈ FS

  • Reflexive Property

4. ∆FAS ≈ ∆STF

  • SSS Congruence Postulate

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

1. Name the included angle of DS and DR.

  • Angle 1

2. Name the included angle of SM and AM.

  • Angle 11

3. Name the included angle of SE and AE.

  • Angle 7

4. Name the included angle of SR and RE.

  • Angle 5
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View image CloudyClothy