Use Newton's method to approximate a root of the equation 2r + 6z+ 430 as follows. Let 1 2 be the initial approximation. The second approximation I2 is and the third approximation 23 is (Although these are approximations of the root, enter exact expressions for each approximation.)

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A: Let us calculate ln17 with the help of Taylor series in the next steps.

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Q: للحذف 4- حل النظام الخطي بطريق كاوس – جورن * 2х + 3у-z %3D 5 4x + 4y – 3z = 3 -2х+ 3у -z = 1

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Q: j" |log-2; 3 + j4 cos(3 + j4) ノジグ sin(22 – 19°)

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A: Sum of the geometric series.

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Q: 16) Rewrite the integral 10 3(1 – z/10) 7(1- y/3 – z/10) dx dy dz in the order dz dy dx.

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Q: tan(2 – j5) j(2-j5) +7- jv2 In(-5)| (3220° – sin 20 + jln5)*|

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A: To evaluate: I=∫01dx1∫01dx2⋯∫01dx10x1+x2+⋯+x102

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Q: Generalized Mean-Value Theorem: Let f and g be two functions, each having a derivative (finite or…

A: This is a problem of Cauchy MVT.