Given: 23 = Z1 Prove: АВ АС 2 3/6 E

Q: 3. Given: GH DE Prove: AECUT ATDR

A: Given: From the figure, The line segment GH is parallel to the line segment DE. Since,  the…

Q: O8+ Cataulali (he volume v dune of paallelpipad detemined by The veilois 3i+2K +3k. う

A: To find the volume of a parallelepiped that is determined by the below vectors. a=i−jb=3i+2kc=−7j+3k…

Q: ds 4. Evaluate s = In cot 20 in terms of de

A:

Q: GIVEN: SE = SW, 41 = x2, EL = WB. PROVE: KL AB. W

A: Congruency  Properties : angle angle side (aas) property                       Congruent parts of…

Q: Given: LM NO; ZLMO = ZNOM Prove: LO NM ments Reasons

A: We have to Prove that LO congruent NM

Q: QR MN ZN = ZR QS MP RS Given: NP Prove: R N

A: In △MNP and △QRS QRMN=RSNP=QSMP

Q: GIVEN: RT = RV TS =VS PROVE: ZRST = ZRSV

A: Given that: RT=RV, TS=VS

Q: af Find ar ar and ax' ay az 38 Ах, у, 2) x² + yZ + z? af ax ar ay af az

A:

Q: If f is Caib], ab solute maxinum continouus on then f attains valye fcc) and an ab solute mirinum an…

A: Que: Ans : Given         f(x) is any continews function on [a, b]          Let f(c)  be absolute…

Q: 10. Given: WZ = ZS = SD = DW Proof Prove: AWZD = ASDZ

A:

Q: b) Prove Y)- min (t, Ye, Kg) is a UMVUE of o non

A:

Q: 12, GIVEN: JKI KT, ET 1 KT, KV TL, IL EV. PROVE: AJKL AETV. T.

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: DE = FG; GD = EF; ZHDE and Z KFG are rt.6. Prove: DH = FK D K G E

A: Given: In figure  DE≅FG; GD≅EF; ∠HDE and ∠KFG are right angles, To show: DH≅FK

Q: 5) ΔLMN= ΔDEC 6) ΔTSR ΔLJK R. S. ZN = ? ZS = ? 7) △XWY츠 ΔUTS 8) ΔBACAMKL VA ZY ? ZB =?

A:

Q: 10) If 1+ abt = c where a, b, and c are positive, determine the value of t. %3D

A:

Q: Given z = 3 cis 120°, find z3 using De Moivre's Theorem.

A: We have to simplify

Q: Given: ZBAD = LCDA AB = CD Prove: AE = DE (HINT: Prove ABAD = ACDA first.) B 2 A D.

A: Given: The angle BAD is equal to CAD. The side AB is equal to CD. Concept used: SAS congruency rule.…

Q: Which of the following is not true? -221 EQ 2021 O 12.345 € Q O QSR O zcQ 221 EZ 2021 O o o o

A: We know that R=real numbers Q=rational numbers Z=integers.

Q: Given: MN INP;QR I RP Prove: AMNP AQRP 2. M N R

A: Use given conditions to prove the required result

Q: Given: 2OTS = LOES, ZEOS = ZOST Prove: TO = ES E s.

A: In △OTS and △OES∠OTS=∠OES                   (given)∠OST=∠EOS                   (given)OS=OS…

Q: Given: H bisects LKHL KH = LH Prove: 可=正 K J 7,

A:

Q: 3. Suppose AB=RS and mzB = mzS. What other information is needed to prove that AABC = ARST by SAS?…

A:

Q: 2. Estimate the value of V22. + • V22 is between and but closer to Decimal estimate: 22-

A:

Q: Complete the following proof. Match the number with the correct piece of missing information. K…

A:

Q: Given: LM NO; ZLMO = ZNOM Prove: LO NM

A: Using Side angle side test,

Q: if it was Mzn (R) was =a,br Prove that MzmC to

A:

Q: By using Residue fined S 2+3 sin z(z-1)² dz, C:|2|=2? (6 €13) (4

A: See the details solution in below

Q: Q. 8. In Fig. 8.7, PQ || AB and PR || AC. Prove that QR || BC. B

A:

Q: Consider the following figure and proof. Given: RM || SN, RM 1 MS, SN 1 NT, Prove: ARSM-ASTN

A: Given: RM∥SNRM⊥MSSN⊥NT The objective is to prove

Q: 4 Given: ASVT-AWYX with moasuros as shown Find: WY and VT 10

A: Given data: ∆SVT~∆WYX The length of the side SV=7 The length of the side ST=10. The length of the…

Q: Solve the following first-order linear DE's. yE) = 1 y' + (cotx)y = xcscx, %3D

A: Proceed as shown below

Q: 5. Use De Moivre's Theorem to evaluate (1 – V3i)%.

A: Demoivre's Theorem

Q: I. Given: GH=JR, Hl RT, and Gal H. K %23 %23 Prove: zlezL

A: Given: GH≅JK , HI≅KL , IG¯≅LJ To prove: ∠I≅∠L

Q: (10) If H < Z» × S, with |H| = 12, then H = %3D

A:

Q: 1) Given: 21 = L4, PR = TS, NP = NT Prove: ANPR = ANTS 1/2 34 PRS T

A:

Q: Compute the values (d,x,y) that the call Extended-Euclid(19177,26797) returns.

A: Find the extended euclid19177,26797.

Q: Given: ZA = LC DC AB DA | СВ Prove: A B

A: Given that ∠A≅∠C, DC→∥AB→.

Q: The diagonals of square LMNP intersect at K. Given that LK=1, find KN.: P %3D

A: Diagonal of square bisect each other

Q: and C {cidifig 3,B={f,j} 86) Let A = Is c CA?

A:

Q: 2. Find the exact \ength af the following curvis

A: Arc length L=∫ab1+dxdy2dy

Q: Verify that * ox af dy 2+ ?х ду ду дх ах 22+ 21 ?х ду ду дж 11 olems) for f(x, y)=5x®y -7xy5.

A: Here is the solution of the given problem.  Partial Derivatives.

Q: 43. In 00, OY=5 and XZ = 6. If XW WY, find WZ.

A: Topic = Circle

Q: 12) Given: MZRSU =91° show that MRST = 23° %3D 68° T.

A: Show that measures of angle RST= 23°.

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

A: Consider

Q: The diagonals of square LMNP intersect at K . Given that LK=1, find KN . 1 K KN =

A: For the following given question  Given,  LMNP is a square  and LK=1 then,

Q: What is the reason for #3? Given: ZS=ZV T Prove: ASTX~AVUT Statements 1, Reasons 1, Given

A: Two angle are equal of triangle applying AA rule both triangles are congruent