Given: Right ΔΑBC Prove: ab h = B a A b

Q: Let D, ECC be starshaped w.r.t the same 2, E DnE. Show that DUE, DOE are starshaped.

A:

Q: Given: ADCE AD EC BC HD C E BC || DH Prove: A= kE A H.

A: Given : AD ≅ ECBC ≅ HD BC∥DH

Q: Given A = Cこ (う Find (rii, (ABC) + ABC + ct. liv) ナ

A:

Q: tind the Value of d that makes the systom has (2) uniqe Sdubion. 3X-2y= (b) No . Solation X+Xy = 2…

A:

Q: 00 is inscribed in AABC АВ 3D 9, ВС %3D 13, АС AD, BE, FC Given: = 10 F Find: A E D B

A: Given, AB=9 BC=13 AC=10

Q: 13 Given: LA = LE, AB = BE, FB 1 AE, 22 = 23 F 23 4. В Prove: CB = DB A E

A:

Q: 2. In the figure, 21 = 2, 23 = L 4 and BD = CF. Prove that AC = EF and AB = DE. E В F D C 2.

A:

Q: For what valunN vt c iv le (1, 2,3) | - 1 ? A. 14 B. -J14 d. tJ C. į J 14

A:

Q: Given f(z, y) = et y" - 2°y, show that fry = fyx-

A: Partial differentiation

Q: Consider the diagram below. M T 5 yd 5 yd 3 yd 3 yd If MN 1 NO and TO 1 OX, then explain how we can…

A:

Q: W 29) What additional information can be used to prove AVUW E AYXZ by ASA? A) Zv = Zz B) 스w Zz D)…

A: We have to find extra condition for congruence of the triangles VUW and YXZ by ASA. Given △VUW≅△YXZ…

Q: Given: AC and DF bisect each other at E Prove: ADEA = AFEC D- B.

A:

Q: Given: FE || HG FH EG Prove: %3D HD GD F

A:

Q: A GIVEN: AB 1 BC, DC 1 BC, DE 1 AC. PROVE: X1 = X2. C DI

A: Given that:…

Q: 9) Given: AD is a tangent; m ABC - 300: m AB = 170 Find: mD

A:

Q: Consider the figures below. A E Which of the following statements are true, given ZS = Lj and ZN =…

A:

Q: af and If f(s, t) = t sin st, find - as at

A: Given,          fs,t=tsinst

Q: The ODE M(z. v) dz + N(z. v) du = 0 is exact if and only if

A:

Q: AB DC AB = DC C is the midpoint of BE AC | DE Given: Prove: A D E

A: Given, AB∥DCAB≅DC C is the midpoint of BE

Q: If f = xi+ yj+ zk,1Fl =r,and n =, then show that grad (E) == %3D

A:

Q: Given that E(X) = 5, E(Y) = 8, E(X2) = 68, E(Y2) = 75 and rx,y = .35, find the followings. j. Find…

A: The correlation coefficient formula between two random variables X and Y is, rx,y = Cov(X,Y)/SxSy,…

Q: Evaluate tet? + y* + z* dv, where E is the portion of the unit ball x2 + y2 + z² s1 that lies in the…

A:

Q: Two equal chords AB and CD meet at an external point E. Prove that AE= CE and BE = DE. 6. E %3D VD…

A: Given : Two equal chords AB and CD intersecting at a point E. To prove : BE = DE and AE = CE…

Q: If L is the incenter of A EFG, JL = 16, EH = 22, and LG = 34, find each measure. %3D %3D %3D F H E K

A:

Q: Use the diagram shown. C 丰 丰 F E A Which is a nieeded step to prove that AABF AEDG OA ZBCD LBCD OB.…

A:

Q: For what value of Ⓒ is cotⒸ undefined? 1.0⁰ II. 180° III. 270⁰ Olonly OI and III only OI and II only…

A: This question is related to trigonometric ratios, we will solve it using given information.

Q: Given: A ADE~a ABC; EC = BC; DE = 4; AC = 18 Find: BC %3D %3D

A:

Q: en Gx) show that GCxx) = to is a t Slution to x y" + Cy')a = c

A:

Q: Given: AKLM, KL = LM, A E KM , BE KM, AK= BM Prove: ΔΑKL ΔBML, AALB is isosceles L M A B mZAKL=mZ by…

A:

Q: E Given: AC= BD D AE = DF ZA = ZD A Prove: ACAE= ABDF F

A:

Q: GIVEN: AB I BC, XACB is complementary to ABE. PROVE: AC || EBD. D

A:

Q: -EB = DC %3D AE=AD; Example 3: Given: Prove: B=C E, B C.

A: We will use the congruency method to find solution to the problem .

Q: 1. Given: DE DF DH bisects EF Prove: 4 DHE ADHF Diagram: E.

A: Given- DE≅DF  and consider the given triangle, To prove- ∆DHE≅∆DHF

Q: AE and DE intersect at E. 2. Given: A AE BE DE CE %3D Prove: D

A:

Q: R Given: RT = QT, AT = ST A s, Prove: AQSTARAT

A:

Q: Given: CE= FH CD GH G. Prove: DE = FG

A:

Q: Sind Vhe General Solulion for Uhe eumlion dk2 xp

A:

Q: F Given: ABCX is a O: DXFE is a C. Prove: ZB = LE X, D

A: Given that, ABCX is a parallelogram and DXFE is a parallelogram. We have to prove that, <B =…

Q: DG DH Given: DE ZDGH = LE DF Prove:

A: Consider the figure with given: DGDE=DHHF. Prove: ∠DGH≅∠E Consider △DEF. Apply theorem- If a line…

Q: GIVEN: UT || DW, UT = DW, QW = AT. PROVE: UQ || AD. W

A: UT || DW , UT=DW, QW=AT

Q: 10) Given: Rectangle ABCD with EF perpendicular to BD at G. Prove: AD EB = EG · BD %3D A B FL

A:

Q: A. B● A B D E g с D

A: Check among the given graph, which is the Eulerian. Degree: Number of edges incident with a vertex…

Q: Given w= (x+ y+z) , x=r-s, y=cos(r +s) , and z = sin(r +s) , %3|

A: Given  w=x+y+z2x=r−sy=cos(r+s)z=sin(r+s)

Q: Given: TI || HR Prove: AGHR ~AGTI H R

A:

Q: Given z = arctan (), Find az/ay

A:

Q: 10. Given: YT = YP, LC = LR, Proof ZT= LP Prove: CT = RP R

A: Consider

Q: Given: BD 1 AB, BD I DE, BC = DC Prove: Z4 = ZE A B 3.

A: As per our guidelines I am solving only first question please resubmit other question.

Q: Given: RS I AB, CB I AC Prove: ABSR ДВСА R В A

A: Given:           RS→⊥AB→  and  CB→⊥AC→

Q: Given: ABCD3; D. DE I AC: BF I AC Prove: DEBF is a .

A: Solution

Q: Given: E is the midpoint of DF Prove: DE = (DF)

A: Given, E is the midpoint of DF