$x=4t^{2}4t,y=5^{t1}$

Step $1$

We are given the fotowing parametric equations and are asked to find the points $(x,y)$ corresponding to certain values of the parameter $t.$

$x=4t^{2}4t$

$y=5t1$

Let $t=0.$ Then the coordinates of the corresponding point are found as follows.

$x=4(0{)}^{2}4(0)$

$=$

$y=5^{01}$

$=$

Therefore, the point given by the parametric equations that corresponds to $t=0$ is $).$

$$ SKIP $($YOU CANNOT COME BACK$)$