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Prove the identity. 2 sin le coso + cos 40 = 1 - sin e
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The boundary layer thickness, δ on a smooth fiat plate in an incomo essi le o " it out pressure ora ents depends on the reestream speed u, the fluid densit-o, the u dimensionless form and (b) Calculate dimensionless parameter (proportional tox) with x-0.147 m, ρ-392 kg/m3, U-0.136 m/s, μ-0.6 10-4 N-s/m- is osit, and the distance m the ea n edgeoftheplate . e es these ariables in (a) o.n ρυχ T00000766 The boundary layer thickness, δ on a smooth...
A test of a strac eason ng s given to a random sam le o students before and after hey completed a orma lo ic course. The results are given elo . o struct a 95 % confidence inte a e and erence between e re andat ers res Before 74 83 75 88 84 63 93 84 91 77 After 73 77 70 77 74 67 95 83 84 75 OA. 1.0 <6.4 O B. 02<Hd7.2 OD. 1.2 <...
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1 2 H₂O (1) + 2 Na, ou a 2 Nallt cag) + Na 't le H₂SO4 cag) H- H-OH U - O- hot Superific of water Calorimetry - In a coffee cup calorimeter 100.0 mL of 1. 0 M NaOH and 100.00 mL of 1.0 M H ₂ SO are mixed. The initial temperature of each solution was 25.6°C. After the reaction, the temperature of the solution was 31.3°C Calculate how much heat does the reaction generate ? Q...
o Ay WITH OBJECT Simp LE x(cm) ATTACHED TO A SPRING VIBRATES HARMONIC MOTION AS SHOWN BELOW +(sec) 3 19 FIMO : a) AMPLITUDE b) PERIOD c) W d MAX SPEED e) 10 ACCELERATION f) THE EQUATION FOR X AS A FUNCTION OF
Problem 3. For e 0,7), let Le CRP be the line that makes angle with the positive c-axis. Let To: R2 → R2 be the reflection about Le. Let Ao e R2,2 be the matrix representation of To. a) Find A0, A1/2, and Af/4. For each answer, justify by drawing the images of ēj = (1,0) and ē, = (0,1) under the corresponding reflection. b) Find an orthonormal basis B = (v1, U2) such that To = CT1/ 6C Justify...