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Z=x(theta) so dZ/dx = Z'(x(theta)) => d/dtheta of dZ/dx = Z''(x(theta))dx/dtheta = Z''(x(theta))f'(theta) since dx/dtheta = f'(theta)

Z=x(theta) so dZ/dx = Z'(x(theta)) => d/dtheta of dZ/dx = Z''(x(theta))*dx/dtheta = Z''(x(theta))*f'(theta) since dx/dtheta = f'(theta)

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