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Q: I fay-$ dydx Sz{A with uertis (o,0),(1,1), Clo, ) Ans (6) |

A: The given question can be solved as shown in step2.

Q: 3. RT = 22 and US = 18 VT = UV = S RS = %3D U T.

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

A: Given that: RT=RV, TS=VS

Q: If --kr, show that d? dr %3D dt

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Q: Identify what parts related to OA are named. 1. AJ, AE, AN 2. JE 3. LE JE,EN 4. JNE or LE 5. ), LN,…

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Q: What is the main difference between Jacobi's and Gauss-seidal? Select one:

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Q: Evaluate (2z + z – i) dz J|z-il=1

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Q: Theorem 8o4 ŏ In a parallileguam, oppesitiangles ale equal aie

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Q: Find a way of shooting a ball from point D so that it returns to point D by bouncing each side of…

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Q: Compote clerivative bao fx)= cot(x), x=0.8 flx)=cot(x, %3D fl0.8) =

A: We use basic inverse trigonometric identity.

Q: Sdlue, the fodlowing intial volue problem. 3 סה .*< סרא de. the solution is ?

A: Solution

Q: In grade level school of 220 Stcblente 1os stuents are in arts, 200Stuents lare on The sPOrts team…

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Q: evaluate the in! integ ral if u = 16+ ex then e* V T6tex dx = ( Jü cu=(ile %3D

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Q: 32. In APQR, mZP = 53°, PQ = 16, and QR = 10. Find m2Q. %3D %3D %3D 32. In AJKL, mZL = 113°, JK =…

A: 32. Here, we have given the length of two sides and measure of one angle of △PQR. So we will use the…

Q: trength, S ot S: Kxy? where K x and y or the stron a beam 2

A: Given:- Strength (S) of the beam is given by  S=Kxy2

Q: Solve the Divichlet BUP Per an annulus Satisfying Pde: urr +t ur tte Yoo=0 Acr<2, ニo ノ acOc2た

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Q: Given: LA ZE and AB DE Prove: CB DC

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Q: find the area of triangle between V and W YA (1, 1, 1), V W

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Q: find the vilue c for by filards method, given that dy

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Q: y" = 5sin (2z) denkleminin çözümü aşağıdakilerden hangisidir? %3D

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Q: An electromagnetic wave does require a medium to travel. O True O False

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Q: find the'mters ection d Exe sy,z]= [a,0,31++ 4,-2,178 [+sy,z]=[6,-12,--11]+5 [1,2,4]?

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Q: : Scot y dy

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Q: In kite JKLM, JMN 25°, and ZLKN = 43°. J K

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Q: find the values of c that satisfy Rolle's Theorem

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Q: Find all the joint moments m, n and k = 0,1,.... "nk

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Q: In ARST (not shown), mZR 45° and mZS 64°. Find m ZT. %3D

A: Given that, In triangle RST, m∠R=45∘ and m∠S=64∘ To find:

Q: 10. Given: YX = ZX WX bisects ZYXZ Prove: AWYX AWZX

A:

Q: =8, d=9 ation u such that (a, b, c, d) = p

A: The value of a, b, c and d are given as follows, a=5, b=13,c=8,d=9. To find the permutation μ, such…

Q: In kite JKLM, JMN 25°, and ZLKN = 43°. J M K

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Q: Find and when (TU – V)² In(W – UV) = In(2) at the point (T, U, V, W) = (1, 1, 2, 4).

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Q: What is the main difference between Jacobi's and Gauss-seidal?

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Q: find: Seas WTT cos Witt dt Sinnt dt findo S

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Q: 5:48 ll Done 33 of 35 Tools- O Question 1 GEU3P1 Triangle ABC can be taken to triangle A'B'C' using…

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Q: Prove: For allintegers aandb, if a|b then a² |b²

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Q: Region ¥=1=sino jn 1-st q4adrant enclosed by the eardieid

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Q: Let BE Cnxn. If z" Bz = 0 for all z E C, then show that B = 0.

A: Given expression is

Q: 4. Evaluat the fellowing usingg Simpson's ţ Fulos hd A-j°x?dx; Aus.(8.667) BaS Z x SAns. (8.7159) .…

A: To use the simpson (1/3)rd rule

Q: 5.) Set up integral the out side the cirele e

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Q: Find first and second fundamenta! Texm U-V e Cos 2sin U-V of

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Q: 7 the n ya In Cx? _y?) Do not Equatio InCx-yリ Do not check modificd Laplace

A: This is a problem of partial and Laplace.

Q: △-マ= △Y AV MS A(4全)+) 山natn- fnbun %3D an)

A: Property a: ∆-∇=∆∇ Note that, ∇fx=fx-fx-h∆fx=fx+h-fx

Q: Hw 2. Laleulate fez) dz = ? where Im(2) and cis

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Q: Derive pz, 192. sjt9z, Hz(t), ez, čr: directly , if X ~ U (0, w) with r = 20, n = 30, w = 100. %3D

A: Note: Hi there! Thank you for posting the question. As your question has more than 3 parts, we have…

Q: Let A:e? e be gioen ACX,の2-10 2=10, prove thet A Find the spectrom of A. is compact Jun

A: Given linear operator A:l2→l2 is defined by: Ax1,x2,…,xn,…=0,x12,x222,…,xn2n,…. (a). We Know that…

Q: (7 In GL(2,Z,), det O 35

A: Option 1 is correct.

Q: QnQ O Option 3 Opnion 2 otion 4

A: We know that Q represents set of rational numbers and Q^c represents set of irrational numbers so we…

Q: Prove the corollary of the Triangle Proportionality Theorem.

A: To prove:               The corollary of the Triangle proportionality theorem.   Triangle…

Q: Yarıçapı10 br olan bir çemberin içine çizilebilen maksimum alanlı bir ikizkenar üçgenin…

A: Üçgenin tabanını dairenin altına yakın rastgele bir yerde çizin. Ardından tabanı ikiye bölen dikey…

Unitary Method

The word “unitary” comes from the word “unit”, which means a single and complete entity. In this method, we find the value of a unit product from the given number of products, and then we solve for the other number of products. 

Speed, Time, and Distance

Imagine you and 3 of your friends are planning to go to the playground at 6 in the evening. Your house is one mile away from the playground and one of your friends named Jim must start at 5 pm to reach the playground by walk. The other two friends are 3 miles away.

Profit and Loss

The amount earned or lost on the sale of one or more items is referred to as the profit or loss on that item.

Units and Measurements

Measurements and comparisons are the foundation of science and engineering. We, therefore, need rules that tell us how things are measured and compared. For these measurements and comparisons, we perform certain experiments, and we will need the experiments to set up the devices.