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1.Given SD HT; SH=ST prove SHD= STD – Brainly.com

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  • Descriptions: SD⊥HT. SH=ST. Prove: Δ SHD ≅ Δ STD. Computation: SH=ST (Given). SD = SD (Common). ∠SHD = ∠SDT (right angle) (SD⊥HT).
  • More : SD⊥HT. SH=ST. Prove: Δ SHD ≅ Δ STD. Computation: SH=ST (Given). SD = SD (Common). ∠SHD = ∠SDT (right angle) (SD⊥HT).
  • Source : https://brainly.com/question/19341843

2.Compete the proof by providing the missing statement … – Brainly.com

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  • Descriptions: Compete the proof by providing the missing statement and reasons. given sd pependicular ht ; sh = st prove shd = std. 1. See answer. plus. Add answer+5 pts.
  • More : Compete the proof by providing the missing statement and reasons. given sd pependicular ht ; sh = st prove shd = std. 1. See answer. plus. Add answer+5 pts.
  • Source : https://brainly.com/question/2259123

3.Help! I’m so confused 🙁 1. Supply the missing reasons to complete …

  • Author: questions.llc
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  • Descriptions: Given: Line SD is perpendicular to HT; line SH is congruent to line ST Prove: triangle SHD is equal to triangle STD Statement Reason 1. line SD is |1. Given
  • More : Given: Line SD is perpendicular to HT; line SH is congruent to line ST Prove: triangle SHD is equal to triangle STD Statement Reason 1. line SD is |1. Given
  • Source : https://questions.llc/questions/1662984/help-im-so-confused-1-supply-the-missing-reasons-to-complete-the-proof-given-angle

4.Complete the proof;… – QuestionCove

  • Author: questioncove.com
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  • Descriptions: Complete the proof; Given: SD is perpendicular to HT; SH is congruent to ST Prove: triangle SHD = triangle STD Statement; Reasons; 1.
  • More : Complete the proof; Given: SD is perpendicular to HT; SH is congruent to ST Prove: triangle SHD = triangle STD Statement; Reasons; 1.
  • Source : https://questioncove.com/updates/563c213ee4b0817d0c01e3e6

5.Compete the proof by providing the missing statement … – Answer Out

  • Author: www.answerout.org
  • Publish: 29 days ago
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  • Descriptions: Compete the proof by providing the missing statement and reasons. given sd pependicular ht ; sh = st prove shd = stdNone.
  • More : Compete the proof by providing the missing statement and reasons. given sd pependicular ht ; sh = st prove shd = stdNone.
  • Source : https://www.answerout.org/question/compete-the-proof-by-providing-the-missing-statement-and-reasons-given-sd

6.ΔSHD = ΔSTD Statement Reason 1. Given 1. SD L HT 2 … – Numerade

  • Author: www.numerade.com
  • Publish: 1 days ago
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  • Descriptions: Rebecca B. Algebra. 1 month ago. ‘Complete the proof by providing the missing statement and reasons Given: SD ⊥ HT; SH ≅ ST Prove: ΔSHD = ΔSTD Statement …
  • More : Rebecca B. Algebra. 1 month ago. ‘Complete the proof by providing the missing statement and reasons Given: SD ⊥ HT; SH ≅ ST Prove: ΔSHD = ΔSTD Statement …
  • Source : https://www.numerade.com/ask/question/complete-the-proof-by-providing-the-missing-statement-and-reasons-given-sd-ht-sh-st-prove-shd-std-statement-reason-1-given-1-sd-l-ht-2zsdh-and-zsdt-are-right-zs-3sh-st-4-54shd-4std-4-reflexi-01747/

7.Solved – Course Hero

  • Author: www.coursehero.com
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  • Descriptions: TWO – COLUMN PROOF GIVEN : SD is perpendicular to HT SH = ST Prove: Triangle SHD = Triangle STD D T STATEMENTS REASONS 1. SHE ST 1. Given 2.
  • More : TWO – COLUMN PROOF GIVEN : SD is perpendicular to HT SH = ST Prove: Triangle SHD = Triangle STD D T STATEMENTS REASONS 1. SHE ST 1. Given 2.
  • Source : https://www.coursehero.com/tutors-problems/Geometry/31687955-/

8.Solved 7. Complete the proof by providing the missing | Chegg.com

  • Author: www.chegg.com
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  • Descriptions: 1 HT; SHEST Prove: A SHD = ASTD S H D T Statement Reason 1. SD I HT 2. ZSDH and ZSDT are right Zs 3. SH – ST 4. ? 5. ASHD ZASID 1. Given 2. ? 3 …
  • More : 1 HT; SHEST Prove: A SHD = ASTD S H D T Statement Reason 1. SD I HT 2. ZSDH and ZSDT are right Zs 3. SH – ST 4. ? 5. ASHD ZASID 1. Given 2. ? 3 …
  • Source : https://www.chegg.com/homework-help/questions-and-answers/7-complete-proof-providing-missing-statement-reasons-given-sd1-ht-shest-prove-shd-astd-s-h-q86558045

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