Multiply by 1/2 in the $y$ -direction
shift $4$ to the right and $2$ up
multiply by $-1$ in the $y$ -direction and shift $2$ in the $y$ -direction
Multiply by 1/3 in the $x$ -direction and shift $2$ in the $y$ -direction
$y={x}^{3}+4$
$y={(x-4)}^{3}$
$y=-0.25{x}^{3}$
$y={(x-2)}^{3}-$ 4`
Let your teacher check this.
Let your teacher check this.
Let your teacher check this.
Let your teacher check this.
shift $y=-{x}^{2}$ in the $x$ -direction by $10$ and in the $y$ -direction by $4$
Use $0\le x\le 25$. Since there is a multiplication with factor $0.02$, it is sufficient to use $0\le y\le 5$.
$24.14$ m
$20$ m.