STION 1 Consider the point \( \mathrm{K}(-8 ; 3) \) in the Cartesian plane. 1.1.1 Write down the equation of the horizontal line passing through K. \( 1.1 .2 \quad \) Write down the equation of the vertical line passing through K.

Solve \( 4 p+5=29-2 p \)

\( f(x)=\sqrt{ } x \) en \( a=3 \)

2. Resuelve usando las propiedades de la derivada a. \( f(x)=4 x \cdot \operatorname{sen}(x) \) b. \( g(x)=\frac{\ln x}{\cos (x)} \)

B is the midpoint of segment AD. C is the midpoint of segment BD. located at \( (-1,-6) \) and \( D \) is located at \( (3,0) \). What are the coordinate: Draw and label a picture to help. ( \( -1,3) \) \( O(2,-1.5) \) \( O(-3,1) \) \( O(-4,3) \)

D) \( \left(5 x^{2}-2 y\right)^{2} \quad \) b) \( (5 x-y) \cdot(5 x+y) \)