Given: Isosceles AMNQ with QM = QN N = s and MN = 2a AMNO aVs - a Prove:

Q: In a Geometry class, the girl to boy ratio is 10 to 2 . If there are a total of 24 students, how…

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Q: 12. Given: RX ITTW Prove RS ST = WS SX I

A: Find the solution below

Q: Given: Pa I MN Prove: AMQP E DNQP

A: Prove congrency of triangles

Q: Given that X and Y are related by the given equation, and that X = 3.0 ± 0.1, estimate Y and its…

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

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

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Q: find sin ). co ), aud tan for each gueton Sin X = 4 and x is ふ quadrant

A: We have to find  Sin(x/2) ,Cos(π/2), and tan(π/2); For sin(x) = 1/8 and x is in first quadrant.

Q: =-i In (izt Ji-z2?) Sin 군 tan 군 = 늑In

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Q: Given: JK QP and JK e PQ Prove: JM PM M. Statements Reasona Given 2. ZJ /P 2. 3. JK PQ 3. Giver 4.…

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Q: 6. Given: ZP=ZR; ZQ= ZS Prove: PO| RS P. 'R

A: ∠P≅∠R,∠Q≅∠S

Q: Prove by the indirect method: Given: AMPN is not isosceles Prove: PM + PN

A: Concept used: Step of indirect proof: First assume opposite of conclusion of the statement. After…

Q: 5) If DE = 4x +1 EB = 12x – 31, and CD = 28, %3| find AD. A E D C A) 4.0 В) 17.0 С) 19.3 D) 24.4 B

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Q: The numerical value of: tanh(In(22)) is: Select one: 17 a. 15 15 b, 17 C. 17 15 d. 7

A: Recall the hyperbolic functions:

Q: 18. Given: ZS and ZV R are right angles. RT = UW. mZT= mZW Prove: ARST=AUVW V

A: Given: ∠S and ∠V are right angles RT=UW m∠T=m∠W   To prove: ∆RST≅∆UVW

Q: and 3 point Gauss Quadrature 2 By using e sfim afe : 2 dx メ-2 い)S, dx Nx

A: The given problem is to estimate the integral using 2 point gauss quadrature rule and 3 point gauss…

Q: Given ∆JKL, sin K= , cos K = , tan K = \

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Q: Given: RQ = TP ZQ = ZP Prove: RZ = TZ

A: Given: RQ=TP, ZQ=ZP According to given figure RQ=ZQ+RZ…

Q: x² +1 Find the inverse function f (x) for f(x) = 2 a) x-1 b) 2x +1 2х -1 d) x+1

A: The inverse function can be calculated by substituting x by y and y by x. Then solve for y. The…

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A: As per the company guidelines we can solve first question. I hope that the given solution will help…

Q: it is unbaised estimated of a Then Show That ta is baised estimated of O2.

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Q: Given: ASVT- AWYX with moasuros as shown Find: WY and VT W 10 Y. V.

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Q: If sin z is replaced by z - and 2 < 0.5, what estimate can be made of the A) |E < 0.000001550 B) |E…

A: Let's find error.

Q: nd the value of s in the interval [0, r/2] that makes the statement true. 6) sin s = 0.35091392 A)…

A: Given query is to find the value of angle s.

Q: Prom the se equ atvon calculate Viand Vrand V3 bythe mathr -V2+2V A-3 VI +au3 -12 V23o

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Q: Owing diagrams/processes/stulations demonstrates correctly the Central Limit Theorem as we presented…

A: Central limit theorem is critical to many statistical analysis.

Q: If Sin O= 4 and Ces a:S, evaluate withl 13 using to bles Sin o t)

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Q: 5 Given: 1 = 2 AB = CB Show: AADB = ACDB 2

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Q: ALMN ARQP Match the coresponding sides and coresponding angles that are congruent. RQ OP PR P R…

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Q: 24 Byusing simpson'st le Sotvezhe fobbow ing fsinx N=6 and (20) then find the Valafive etror

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Q: All has a 4°4 chessboard and 10 coins of 1 lira. Use ILP model to place Al's 1 liras on the…

A: Let's define the decision variable for this problem as follows:We want to maximize the number of…

Q: it is unbaised estimated of a Then Show That ta is baised estimated of 02. Theorem:- if

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Q: 火2sin C&) for ダチo fcx) = { for x =0 show that Con tinods or not

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Q: Cylinder 12 in 2 in

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