61 The equation of line of symmetry of the curve of the function \( f: f(x)=(3-x)^{2}+2 \) is \( \ldots \ldots \ldots \ldots \ldots \) \( \begin{array}{llll}\text { (a) } x=-3 & \text { (b) } x=2 & \text { (c) } x=3 & \text { (d) } y=3\end{array} \)

1.) The function \( g \) is related to one of the parent functions \[ g(x)=x^{\wedge} 2+6 \] The parent function \( f \) is: \( f(x)=x^{\wedge} 2 \) Use function notation to write \( g \) in terms of \( f \).

Aplica la propiedad del cociente de potencias a esta expresión: \( \frac{y^{5}}{y^{-2}} \).

Divide \( x^{3}+2 x^{2}-5 x+12 \) by \( (x+3) \)

Part-II: Fill in the blank space by short answer only (1pt each) 5. What is the negation of; Every student in this class likes mathematics. 6. The GCF and LCM of two numbers are 3 and 180 respectively. If one of the numbers is 12, then the second number is.

2.) The function \( g \) is related to one of the parent functions \( g(x)=x 2-3 \) The parent function is: \( f(x)=x^{\wedge} 2 \) Use function notation to write \( g \) in terms of \( f \).