A car on an oval track speeds up at a constant rate from rest starting at point $R.$ Just after point $S$ and before $T,$ the car starts moving at a constant speed all the way through point $V.$ After passing point $V,$ the car starts to slow down at a constant rate and comes to a stop at point R$.$ Choose the correct directions for the velocity and total acceleration from the direction wheel. If the quantity is zero, select $J_x$

For cases with both tangential and centripetal acceleration, choose the only possible direction for the total acceleration.

Acceleration at $T$

Velocity at S

Velocity at T

Velocityat $R($at the start$)$

$A$

$B$

Velocity at V

$C$

Velocity at $W$

D

E

Velocity at U

$F$

Acceleration at $s$

$G$

Acceleration at $W$

$H$

Acceleration at U

J$($no direction$)$

Acceleration at $R($at the start$)$

Acceleration at $V$