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# An aircrah (at Z) Is spolted by IwO observers (at X and Y) who ate L = 1850 (oet apet. As the aiplane passes aver Iha Iino jolning Iham; oach obearver takos a elghl...

## Question

###### An aircrah (at Z) Is spolted by IwO observers (at X and Y) who ate L = 1850 (oet apet. As the aiplane passes aver Iha Iino jolning Iham; oach obearver takos a elghling 0f Iho anala of olavalion Iha plano. u8 indicoted liquro |A=35", and B = 309 how high Ile airplano?Tha olevallon ol (ho plane (s approxlmaluly (oul (Do not rourd unlil Ine final answar Thon round Io Iwo decimal places 05 neoded )

An aircrah (at Z) Is spolted by IwO observers (at X and Y) who ate L = 1850 (oet apet. As the aiplane passes aver Iha Iino jolning Iham; oach obearver takos a elghling 0f Iho anala of olavalion Iha plano. u8 indicoted liquro |A=35", and B = 309 how high Ile airplano? Tha olevallon ol (ho plane (s approxlmaluly (oul (Do not rourd unlil Ine final answar Thon round Io Iwo decimal places 05 neoded )  #### Similar Solved Questions

##### Ex 2.3.1.Aui = 0, U1 (0,y) = g1 (y), U1 (a,y) = 0 U1 (x,0) = 0 U1 (x,b) = 0,Ex 2.3.2_Auz = 0, U2(0,y) = 0 Uz(a,y) = g2(y) Uz(x,0) = 0_ Uz(x,b) = 0,
Ex 2.3.1. Aui = 0, U1 (0,y) = g1 (y), U1 (a,y) = 0 U1 (x,0) = 0 U1 (x,b) = 0, Ex 2.3.2_ Auz = 0, U2(0,y) = 0 Uz(a,y) = g2(y) Uz(x,0) = 0_ Uz(x,b) = 0,...
##### Problem 1: Consider the vector fieldFl,y, 2) = cos(ryz) (uzi +rj+ryk)and let C denote the line in R* which begins (1,1.1) .(-1.-1-1) and ends atShow: that F is conservative2. Find pontential function for FCompute the line integral
Problem 1: Consider the vector field Fl,y, 2) = cos(ryz) (uzi +rj+ryk) and let C denote the line in R* which begins (1,1.1) . (-1.-1-1) and ends at Show: that F is conservative 2. Find pontential function for F Compute the line integral...
##### JTCniumk IeE=Harhagum 2unifomtosFhzrestanccgeumcJ3vs |rjtjtioralinctic crzrd cf Mzos_210c10" # arqulz Gocciofhorsrotatcs3153 Cncck Ycur units forccnsstcns .rotalinrs nctic crzrgtOroit_oum637 10*'3n HAre Iq nnwreralvico zfundEeatarAtananthi WhELtchitanpeiand oilaAddiljur|HaltiiuluKoadreGnsaCnresHodanTAReceta5y
JTCniumk IeE= Harha gum 2 unifomto sFhzre stancc geumc J3vs | rjtjtioralinctic crzrd cf Mzos_ 210c10" # arqulz Gocciofhors rotatcs 3153 Cncck Ycur units forccnsstcns . rotalinrs nctic crzrgt Oroit_oum 637 10*'3n HAre Iq nnwreralvico zfund Eeatar Atanan thi Wh ELt chitan peiand oila Addilju...
##### 3 FrdRIC) by reieming t- 2 L Round / tree diagram pue doomal buisn pucus Baves" [60
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##### A sample of xenon gas ocupies a volume of 7.02 Lat 451 K If the pressure remains constant, at what temperature will this same xenon gas sample have volume of 3.84 L?
A sample of xenon gas ocupies a volume of 7.02 Lat 451 K If the pressure remains constant, at what temperature will this same xenon gas sample have volume of 3.84 L?...
##### Question 2 Find two linearly independent series solutions of the differential equa- tion y' Iy' 2y = 0 near I
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##### 10. (10 points) Let Uand yFind the values of h such thatjj is in the plane generated by U1 and 02.h =JOEd Sd
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##### (C) Next, an aspartate residue (Asp33) initiates the retro-aldol condensation reaction: Draw the mechanism for the portion of the reaction shown below that liberates GAP. (3 pts)CHZOPO_COCHzOPOaz-Lys229 NHCH Lys229 NHHOHOCH0=HOHCHZOPO;2HzCCO Asp33 NH LccinnHzC _Co Asp33 NH ~u yHC OHCH_OPO;2(D) Given your mechanism in Part (C), what is the mechanistic role of the Schiff base linkage between FBP and Lys2292 pts)EVLn_
(C) Next, an aspartate residue (Asp33) initiates the retro-aldol condensation reaction: Draw the mechanism for the portion of the reaction shown below that liberates GAP. (3 pts) CHZOPO_ CO CHzOPOaz- Lys229 NH CH Lys229 NH HO HO CH 0=H OH CHZOPO;2 HzC CO Asp33 NH Lccinn HzC _ Co Asp33 NH ~u y HC OH...
##### Determine whether the differential equation is linear or nonlinear. $$\frac{d^{3} y}{d x^{3}}+4 \frac{d^{2} y}{d x^{2}}+\sin x \frac{d y}{d x}=x y^{2}+\tan x$$.
Determine whether the differential equation is linear or nonlinear. $$\frac{d^{3} y}{d x^{3}}+4 \frac{d^{2} y}{d x^{2}}+\sin x \frac{d y}{d x}=x y^{2}+\tan x$$....