1. Given: R is the midpoint of QS; ZQRP = ZSRT; ZQ and ZS are right angles. Prove: AQRP = ASRT R

Q: Given: AABC is right isosceles. X is the midpoint of AC. AB = BC ty A(0, 2a) Prove: AAXB is…

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Q: What additional information would you need to prove ATRO AOMT by the HL theorem? A TR TM B OTM TOR C…

A: If the hypotenuse and the leg of the triangle are congruent to the hypotenuse and leg of another…

Q: 3. OA and LT are tangents to circle M at points A and L respectively. If mUL = 110°, mLA = 100°, and…

A: As per our guidelines we can answer only three question.

Q: GIVEN: AB||CD & E BC||DE & C is the midpoint of AE PROVE: ДАВС3 ДСDE

A: According to bartleby guidelines we have to answer only first question please upload the question…

Q: Given: YX - XZ, WX bisects ZYXZ prove: AWYX = AWZX

A: Given: Prove:

Q: Let AABC have incircle C(O,r), and let the points of tangency of C(0,r) with BC, AC, AB be D, E and…

A: Tangent is a line that just touches the figure.  Angle bisectors are those line segments that…

Q: let γ be the line segment joining 0 to 1+i. then the value of ∫γzdz is

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Q: Given: AP and BP are tangent A to ©Q at A and B C is the midpoint of AB PĆ bisects ZAPB Prove: В

A: given: AP¯ and BP¯ are tangents to the circle having centre Q at A and B. C is the mid point of AB⏜.…

Q: O is the midpoint of PC. P is located at (11,12) and O is located at (4,6). What is the location of…

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Q: suppose that S = [a, b] x {0} is a closed line segment %3D in R?. Show that H' (S) = b a.

A: Here given as S=a, b×0 is a closed line segment in ℝ2. We have to prove that H1S=b-a

Q: Find the midpoint OF the line seament given the FOllowing endpaints:(s,2)and(-u,1)

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Q: 9. Given: E is the midpoint of AB and CD Prove: Δ4ΕC ΔΒED

A: In the given figure - E is the mid point of AB and CD. Then,AE = BECE = DE

Q: Given: QR bisects ZEQW: 221 Prove: ER RW

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Q: Given: M is the midpoint of PQ, N is the midpoint of RS, PQ = RS Prove: PM = RN

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Q: しt A and B be similar inrertiblo matricen Ghow that and B" are rimilar

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Q: D is the mid point of the side ВС of ДАВС;B ВЕ is perpendicular from В to the external bisector of…

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Q: In ASTU, u of a centimeter. 220 cm, ZT=145° and ZU=18°. Find the length of s, to the nearest 1oth…

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Q: 28. Given: WX ZY and Zs Z and Y are supplementary WXYZ is a parallelogram Prove: ZRYS RVST

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Q: 18. Given B is the midpoint of AE, AC || DE Prove AABC = AEBD A C B D E

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Q: Given PL a YL and Point A is the midpoint of PP Statements 7. PROve: A LAPEALAY DPLEY O #77 2A is…

A: We have to proof

Q: ABCD is a parallelogram DB intersects AE at point F Given: AF АВ Prove: EF DE D E A

A: ABCD is a parallelogram in which DB intersects AE at point F

Q: 20. What additional piece of information would prove ALMK = ANMK by Side-Angle-Side? M N A. Mis the…

A: From A , ML = MN so side of two triangles LMK and NMK is same  It is given that LK = KN  And if B…

Q: 15. M is the midpoint of line segment PQ, and R is the midpoint of TS. If PM = MQ = a and TR = RS =…

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Q: Given: UR || ST, ZR and ZT are right angles Prove: ARSU = ATUS U T R S

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Q: In AYZX, the midpoints of ZX and YX are M and N, respectively. The intersection of YM and ZN is G.…

A: M and N are the mid points of the side ZX¯ and YX¯, respectively. The measure of side YG is 22.

Q: the points on aut puit +y" + z? =I that and farthest from the po int (R,!,2) the are close ot to 2.

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Q: Given: S is the midpoint of RT, PR = PT prove: ΔPRS ΔΡΤS

A: As per Bartleby guidelines for more than one question asked only one is to be answered please upload…

Q: Given: MB > ВС A B АМ = CD Prove: B is not the midpoint of AD

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Q: Consider a semicircle of radius 1. Let l be the line segment from one endpoint of the semicircle to…

A: Consider a semicircle of radius 1. Let l be the line segment from one endpointof the semicircle to…

Q: Given: MN = MP; ZNMO ZPMO Prove: Q is the midpoint of NP

A: We will use condition of congruence triangle.

Q: 8. Find the exact perimeter and area of the segment shown, given that mz0 60° and OA %3D %3D 12 in.

A: Please see the below picture for detailed solution.

Q: Given: AD L FB at A. AE LAC at A. 32 Prove: m 1 = mZ3 1IF a Prove that angle DAR and Angle FAC are…

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Q: Given: YZ and WZ are tangent to drde X, mWY =90°. Prove: WXYZ Is a square. Y. W Z because it is a…

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Q: Given: P is the midpoint of TQ and RS. Prove: ATPR= AQPS R S

A: Here given that  triangle and prove its congruent. For a triangle congruent there are three major…

Q: If Tis the midpoint of SU, what are ST, TU, and SU? 6x 3x +27

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Q: For AKMP, Q is the midpoint of KP, L is the midpoint of KM, and N is the midpoint of PM. Also, KP =…

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Q: Tis the midpoint of RV Prove: ARST ATUV

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Q: Show that the two triangles are similar. S v and SVR Z V. so ASIVR ATRU ZVRS L

A: The figure given in the problem represents two triangles. From the figure, angle VRS and angle RUT…

Q: 4. JK, KL, and LJ are all tangent to cirele O JA = 13, AL = 12, and CK =9. Find the perimeter of…

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Q: Given: AB and AC are B tangents to 00 from point A AABC is isosceles A Prove:

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Q: 5. Given: In rectangle ABCD, E is the midpoint of AB, Fis the midpoint of BC, Gis the midpoint of…

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Q: Given: LA ZD, O is the midpoint of AD Prove: ΔΛΟBΔDOC

A: As per our guideline we are supposed to be answer only one question you can repost other questions…

Q: Given O/ below, construct the following lines and line segments and label them correctly. RA is…

A: We have a circle of centre J. A tangent to a circle is a straight line which touches the circle at…

Q: 1. Given AABC with sides a, b, and c opposite Â, ß, and Ĉ, respectively, express the length of a…

A: Let's define the B-excircle first:   B- excircle of triangle ABC is the circle that is tangent to…

Q: Consider the boundary Jalue problem - cul + bu=f for XE(0,1), ulo)=u(4)= o -Cull Where cso, beR and…

A: The boundary value problem is -cu''+bu'=f for x∈(0,1), ∀c>0, b∈ℝ The condition is u(0)=u(1)=0 We…

Q: Q

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Q: Tis the midpoint of SU and R is the midpoint of SV. If UV = y and RT = y - 24, what is RT? R. RT =…

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Q: 4. JK, KL, and LJ are all tangent to cirele O1 JA = 13, AL = 12, and CK = 9. Find the perimeter of…

A: Triangles

Q: Given: AE = CB AB = CD B is the midpoint of ED Prove: AAEB =ACBD Sy E

A: To Determine:  prove that ∆AEB≅∆CBD Given: we have two figures in which we have…

Q: Given: APQR has a right 2Q. M is the midpoint of PR. Prove: MP = MQ = MR

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