[²] = [1 16² 1 I xo = [²]

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A: We will solve this problem using krukal's algorithm

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Q: QUESTION 10 Let's try to the Gram-Schmidt process of orthogonalization with the matrix 0.223 0.668…

A: Given matrix 0.2230.6680.710-0.1250.7410.6600.795-0.2340.560 Let  r1=0.223, 0.668, 0.710r2=-0.125,…

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A: We know that: cosh x=ex+e-x2. It is provided that ex=a and a=5.94.

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Q: d) Y(x, Solve the equations of part (c) for and, and show that t)=[f(x-at) + f(x + at)].

A: Ytt=a2YxxYx.0=fxYt(x,0)=0ϕx+ψx=fxϕ'x-ψ'x=0 Yx,t=ϕx+at+ψx-atYtx,t=aϕ'x+at-aψ'x-atYtx,0=0⇒ϕ'x-ψ'x=0…

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A: I have given the answer in the next step. Hope you understand that

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