IJ I HK and ZJHK = ZIHK. Complete theproof that AHIK = AHJK.IKHStatementReason1 IJ I HKGiven2 ZJHK E ZIHK Given3 ZHKI = LHKJ All right angles are congruent4 HK = HKReflexive Property of Congruence5 ΔΗΙΚ ΔΗΚ ΔΗΙΚ ΔΗΚAASASAСРСТСDefinition of congruence

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Answered: IJ I HK and ZJHK = ZIHK. Complete the…

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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DeltaMath Student Application student/3330338/22952785/6af42307bb8999... A ☆ 中啡业田站 Step Statement Reason ABAD Given 1 AC 1 BD 2 ZBEC≈ ZDEA Vertical angles are congruent AE AE Reflexive Property 3 4 CECE Reflexive Property 5 DE ≈ DE Reflexive Property 6 BE BE Reflexive Property ZAEBZDEC Vertical angles are congruent 8 ZAEB is a right angle Perpendicular lines form right angles 9 ZDEC is a right angle Perpendicular lines form right angles X try ABAEA DAE ASA 99+ Asus B Λ C ➡ 35°F Windy
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AA Statement Reason 1 BA BC, YX YZ 1. Glven 2. A ABC s isosceles, AXY Z is isosceles 2. Definition of isosceles A 3 ZAN ZC, ZXNZ2 3. Base angles of isosceles A are 4. ZA ZX 4. Given 5. ZCE LZ 5. Substitution property of 6 A ABC- A XYZ 6. Which reason correctly cormpletes the proof? ASS Similarty Postulate AA Similarity Postulate SAS Similarity Theorem SSA Simiarty Theorem
E 9. AGIV AREV, deduce statement about V. A. V is in the interior of AGIV B. V is the exterior of AREV C. V is the midpoint of IE D. V is collinear with G and I G, R. 10. ATIN ACAN, then ANAC is congruent to C. ΔΤΝΙ D. AINT Α. ΔΙΤΝ B. ANIT 11. What do you call a line that intersects at right angle? A. Intersecting lines B. Parallel lines C. Perpendicular lines Inic D. Skew lines 12. What do you call to a segment that divides the angle into two congruent parts? A. Angle bisector B. Segment bisector 13. In the figure, if OM bisects LLMN, which of the following statements is true? A. LM NM B. LO NM C. ZLOM = LNOM D. LLMO = LNMO C. line segment D. midsegment L- 14. In the figure, MN 1 LP. What is the reason why ZMNL 4 MNP?dobod A. Right angle theorem B. Definition of Perpendicularity C. Definition of angle bisector D. Definition of right angle 15. If AMHA = ATHA by LL Congruence Theorem, what relationship exists between HA and MT? A. HA and MT are perpendicular B. HA and MT are parallel C.…
4x-1=2x+7
AFHJ is equilateral. Complete the proof that AHIJ = AHGF. G Statement Reason 1 AFHJ is equilateral Given 2 ZHJI ZGFH Given ZIHJ E ZFHG Additive Property of Angle Measure Additive Property of Length All right angles are congruent Angles forming a linear pair sum to 180° Definition of angle bisector Dafinitionfcailateral trianalk 4 HJ FH ΔΗI ΔHGF
v=vji trajt√3K Express the rector in the form) PIP2 if PL is the point (-6, -3, 4) and Pa is the point (-4, -6,0) 2 ھا۔
Reflexive property of equality, same-side exterior angles theorem, same-side interior angles theorem, substitution, transitive property of congruence, transitive property of equality.

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IJ I HK and ZJHK = ZIHK. Complete the proof that ΔΗΙΚ ΔΗΚ. I K Statement Reason 1 IJI HK Given 2 ZJHK = ZIHK Given 3 ZHKI = ZHKJ All right angles are congruent 4 HK HK Reflexive Property of Congruence 5 AHIK E AHJK