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If u=f(y−,z−,x−) then find x∂x∂u+y∂x∂u+z∂x∂u Using Taylor's series expand sinx in the powers of (x−π/4) up to five
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If u=f(y−,z−,x−) then find x∂x∂u+y∂x∂u+z∂x∂u Using Taylor's series expand sinx in the powers of (x−π/4) up to five
If u=f(y−,z−,x−) then find x∂x∂u+y∂x∂u+z∂x∂u Using Taylor's series expand sinx in the powers of (x−π/4) up to five terms.
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