Paper 1 Kinematics Answers
| Q | Ans | Brief reason |
|---|
| 1 | B | Distance =500 m, displacement =100 m east. |
| 2 | C | Opposite velocity and acceleration directions mean speed decreases. |
| 3 | C | Crossing the time axis means v=0 at that instant. |
| 4 | B | Gradient of x-t gives instantaneous velocity. |
| 5 | C | Signed area under v-t gives displacement. |
| 6 | C | s=21at2=25 m. |
| 7 | B | a=(0−18)/6=−3.0 ms−2. |
| 8 | B | SUVAT assumes constant acceleration over the interval. |
| 9 | B | Velocity is zero momentarily; acceleration remains downward. |
| 10 | A | v=u+at=12−15=−3.0 ms−1. |
| 11 | B | Acceleration is opposite to velocity. |
| 12 | B | Increasing positive gradient means increasing positive velocity. |
| 13 | B | Horizontal line below axis means constant negative velocity. |
| 14 | A | Δv=at=−12 ms−1. |
| 15 | B | s=21gt2=19.6 m. |
| 16 | C | At terminal velocity, drag balances weight. |
| 17 | A | Acceleration is the gradient of v-t. |
| 18 | B | Constant non-zero acceleration gives a linear v-t graph with non-zero gradient. |
| 19 | A | Position and velocity are different quantities. |
| 20 | C | Distance is accumulated path length, never signed displacement. |