IV. Read and analyze each item carefully and consider all options given.Select the best answer by writing it on your answer sheet. If the answer is notfound from the choices write the correct answer.1. What theorem states that, "If a leg and an acute angle of one right triangle arecongruent to a leg and an acute angle of another right triangle, then the trianglesare congruent.A. LL Congruence TheoremB. LA Congruence Theorem2. In the figure at the right, what other information is needed to prove that ASTAANAT by LL Theorem?A. TA TAB. SA NTC. ST TAD. ND DT3. In the figure at the right, what is the reason so that ZREG LAET?A. Right Angle TheoremB. HA TheoremC. Vertical Angle TheoremD. HL TheoremC. HA Congruence TheoremD. HL Congruence TheoremT.AR4. In figure #3, what can you say about ZR and LA?A. They are acute angles.B. They are right angles.C. They are obtuse angle.D. None of the above.T.5. In figure #3, what theorem is used to prove AREG = AAET?A. LL Congruence Theorem C. HA Congruence TheoremB. LA TheoremD. HL Congruence Theorem6. In figure at the right, if TA HA, what additional information do we need sothat AEAT E ACAH by SAS PostulateA. TE = HCET-B. EA = CAA,C. ZT LHD. ZE ZC7. In the figure at the right, what will be the reason so that MO = MO?A. GivenB. Congruent sidesC. Reflexive PropertyD. Symmetric Property8. In the figure at the right, AFIA E AHIT, what is the side corresponding to FA?A. FIС. ITD. HTВ. AIT.H. E9. AGIV AREV, deduce statement about V.A. V is in the interior of AGIVB. V is the exterior of AREVC. V is the midpoint of IED. V is collinear with G and IG,R.10. ATIN ACAN, then ANAC is congruent toC. ΔΤΝΙD. AINTΑ. ΔΙΤΝB. ANIT11. What do you call a line that intersects at right angle?A. Intersecting linesB. Parallel linesC. Perpendicular linesInicD. Skew lines12. What do you call to a segment that divides the angle into two congruent parts?A. Angle bisectorB. Segment bisector13. In the figure, if OM bisects LLMN, which of the following statements is true?A. LM NMB. LO NMC. ZLOM = LNOMD. LLMO = LNMOC. line segmentD. midsegmentL-14. In the figure, MN 1 LP. What is the reason why ZMNL 4 MNP?dobodA. Right angle theoremB. Definition of PerpendicularityC. Definition of angle bisectorD. Definition of right angle15. If AMHA = ATHA by LL Congruence Theorem, what relationship existsbetween HA and MT?A. HA and MT are perpendicularB. HA and MT are parallelC. HA and MT are congruentD. HA and MT are coinciding16. What do perpendicular lines form?A. Right anglesB. Two intersecting lines17. What does an angle bisector form?A. Create two congruent segmentsB. Form a right ang leC. Divide an angle into two congruent partsD. Form a right angle and divide an angle into congruent parts18. What does a perpendicular bisector form?A. Create two congruent anglesB. Form a right angleC. Divide a segment into two congruent partsMLM,TC. Two equal segmentsD. Two equal segments and right angles

Question

IV. Read and analyze each item carefully and consider all options given.Select the best answer by writing it on your answer sheet. If the answer is notfound from the choices write the correct answer.1. What theorem states that, &#34;If a leg and an acute angle of one right triangle arecongruent to a leg and an acute angle of another right triangle, then the trianglesare congruent.A. LL Congruence TheoremB. LA Congruence Theorem2. In the figure at the right, what other information is needed to prove that ASTAANAT by LL Theorem?A. TA TAB. SA NTC. ST TAD. ND DT3. In the figure at the right, what is the reason so that ZREG LAET?A. Right Angle TheoremB. HA TheoremC. Vertical Angle TheoremD. HL TheoremC. HA Congruence TheoremD. HL Congruence TheoremT.AR4. In figure #3, what can you say about ZR and LA?A. They are acute angles.B. They are right angles.C. They are obtuse angle.D. None of the above.T.5. In figure #3, what theorem is used to prove AREG = AAET?A. LL Congruence Theorem C. HA Congruence TheoremB. LA TheoremD. HL Congruence Theorem6. In figure at the right, if TA HA, what additional information do we need sothat AEAT E ACAH by SAS PostulateA. TE = HCET-B. EA = CAA,C. ZT LHD. ZE ZC7. In the figure at the right, what will be the reason so that MO = MO?A. GivenB. Congruent sidesC. Reflexive PropertyD. Symmetric Property8. In the figure at the right, AFIA E AHIT, what is the side corresponding to FA?A. FIС. ITD. HTВ. AIT.H. E9. AGIV AREV, deduce statement about V.A. V is in the interior of AGIVB. V is the exterior of AREVC. V is the midpoint of IED. V is collinear with G and IG,R.10. ATIN ACAN, then ANAC is congruent toC. ΔΤΝΙD. AINTΑ. ΔΙΤΝB. ANIT11. What do you call a line that intersects at right angle?A. Intersecting linesB. Parallel linesC. Perpendicular linesInicD. Skew lines12. What do you call to a segment that divides the angle into two congruent parts?A. Angle bisectorB. Segment bisector13. In the figure, if OM bisects LLMN, which of the following statements is true?A. LM NMB. LO NMC. ZLOM = LNOMD. LLMO = LNMOC. line segmentD. midsegmentL-14. In the figure, MN 1 LP. What is the reason why ZMNL 4 MNP?dobodA. Right angle theoremB. Definition of PerpendicularityC. Definition of angle bisectorD. Definition of right angle15. If AMHA = ATHA by LL Congruence Theorem, what relationship existsbetween HA and MT?A. HA and MT are perpendicularB. HA and MT are parallelC. HA and MT are congruentD. HA and MT are coinciding16. What do perpendicular lines form?A. Right anglesB. Two intersecting lines17. What does an angle bisector form?A. Create two congruent segmentsB. Form a right ang leC. Divide an angle into two congruent partsD. Form a right angle and divide an angle into congruent parts18. What does a perpendicular bisector form?A. Create two congruent anglesB. Form a right angleC. Divide a segment into two congruent partsMLM,TC. Two equal segmentsD. Two equal segments and right angles

Accepted Answer

Since we have multiple question our guideline is solve first sum.
Answer:
1. B. LA congruence…