Reduce each of the following equations to the linear form. Hence, state the gradient and the

*Y*-intercept of the linear equations in terms of*a*and*b*.(g)
$k{x}^{2}+t{y}^{2}=x$

(h)
$y=\frac{x}{p+qx}$

(i)
$hy=x+\frac{k}{x}$

(j)
$y=a{b}^{x}$

(k)
$y=a{x}^{b}$

(l)
$y=a{b}^{x+1}$

*[Note :*

*X and Y cannot have constant, but can have the variables (for example x and y)*

*m and c can only have the constant(for example a and b), cannot have the variables x and y]*

*Tips to reduce Non-linear to Linear Function : Click here*