3 AM Quadratic Functions Practice Q2
In a game called Aim-High, a player places his token at a fixed point, then chooses one of three given options to release the token. The height, $h$ units, of the token is a function of the horizontal distance travelled, $x$ units. The following shows the options for a particular try:
If the player chooses option $A$, his token will travel the highest.
If the player chooses option $B$, his token will travel the furthest horizontally.
If the player chooses option $C$, his token follows the path $h=-0.25{{\left( x-2 \right)}^{2}}+4$.
Suggest an equation for option $A$ and for option $B$.
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2 Comments
Mr Gan, thank you for the detailed explanation. I have understood.
You are welcome 🙂