- 4 Find The Derivative Of The Function At Po In The Direction Of U 1 H X Y Tan Y X 3sin 1 Xy 2 Po 1 1 1 (22.36 KiB) Viewed 48 times
4. Find the derivative of the function at Po in the direction of u. 1). h(x, y) = tan-¹(y/x) + √3sin ¹1 (xy/2), Po(1,1),
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4. Find the derivative of the function at Po in the direction of u. 1). h(x, y) = tan-¹(y/x) + √3sin ¹1 (xy/2), Po(1,1),
4. Find the derivative of the function at Po in the direction of u. 1). h(x, y) = tan-¹(y/x) + √3sin ¹1 (xy/2), Po(1,1), u = 3i - 2j. 2). h(x, y, z) = cos xy + ey² + ln zx, Po(1,0, 1/2), u=i+2j+2k.
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