Tails from Sonic the hedgehog is initially moving down a track at $33\mathrm{.}55$ miles per hour preparing before he takes off into the sky$.$ Tails then revs his tails which makes him accelerate. Then he travels $1640$ feet for $25$ seconds horizontally down the track before finally lifting off. $($you know $3\mathrm{.}28$ ft $=1$ meter; $1609$ meters $=1$ mile$]($round all values to nearest whole number$)$

$1.($A$)$ How fast was Tails traveling initially in the proper SI units?

V$=33\mathrm{.}55$ mi$/$h

$33\mathrm{.}554$

$1609$ m

$1$ h

Imi

$($B$)$ How far, in the proper SI units, did Tails travel before lifting off?

$($C How fast did Tails accelerate before lifting off to become airborne?

$($D$)$ What was the plane's final velocity when it lifted off the ground?