df If ƒ = ¹tan () + ² tan³ (), then show that f = dx (1+cos x)²*
Q: 1. Show that (Aµ)* = X*µ* for all A, u E C.
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A: A property of the dot product is, u·kv=ku·v=ku·v Here, k is any constant.
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Q: a) (), -G ), Total differentials: U(V,T) dU = C,dT + ydV S(V,T) OT ds aT+dv H(P,T) S(P,T) dH =C,dT…
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Q: a) (),- ), Total differentials: U(V,T) du = C,dT + n-dV S(V,T) ds = aT + dv H(P,T) S(P,T) dH = C,dT…
A: Here we have to prove above thermodynamic relationship.
Q: 10. Determine the Miller indices for the planes shown in the following unit cells. B A +y B.
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Q: a=6πb/q√17 relating the variables a, b and q.
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Q: 1. Evaluate the integrals. a. b. C. [² (3 + 1⁄2 u ² - /3 4³9) du S² = 4/5 dx 27 [²√₂ √xdx
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Q: a) ○ b) c) 12 μοΙ1Ι2 7 = 3πL μοΙ1Ι2 = 2πT μοI1I2 = 2πT d) = 4π
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A: please see image
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Q: 1. S Ke = 0.305(+0.006) 0.100(0.002) x 0.444(±0.009) 0.576(+ 0.005) x 13.1(± 0.3) [35.42(± 0.02) -…
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Q: Estimate the first derivative of 4 3 2 f(x) =-0,1x°-0,2x*-0,3x°-0,25x- 0,5x+1 %3D
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