Find the gradient of f x log a bx t a bx with respect to x of size p where a is a p vector of constants

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1.let h(x,y) = 3cosy + 1/4x^2 y+sqrt(3)/12*x^3+1. Find the directions in which abs(normal gradient h) is largest smallest at ...

is largest smallest at the point (2,0). Hint: n=; consider normal gradient h as a function of theta

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2.Find the gradient of f(x)=log {(a−Bx)^T (a−Bx)}with respect to x of size p×1,where a is a p×1 vector of constants ...

vector of constants and B is a p × p square matrix of constants.

Linear Algebra

3.the gradient of the curve y=2x^2 + c at the point (p,5) equals -8. find the values of p and c.

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4.I need to find the derivative of each separately: y(t)= 5sin(3t) x(t)=3cos(4t) And then the derivative of both together. I then need to use ...

ative of both together. I then need to use the derivative to find the gradient of the curve at one of its x-intercepts. I know i need to first need to find a suitable value for t, and then evaluate derivative to obtain a gradient. Also find the corresponding x-coordinate

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1.AU MAT 120 Systems of Linear Equations and Inequalities Discussion

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