speed challenge lab\nget ready!\nstep 1: gather your materials!\neach team needs 2 timers, 1 meterstick, 1…

speed challenge lab\nget ready!\nstep 1: gather your materials!\neach team needs 2 timers, 1 meterstick, 1 roll of masking tape, and 1 marker.\nstep 2: create your “race” track!\nfind a spot in the hallway and measure off a 10 - meter race track. use three pieces of tape to mark the beginning, middle, and end of your track. mark each distance (0 m, 5 m, and 10 m) on the tape with a marker.\nstep 3: go for it!\neach team member will need to perform the following tasks for each distance: hopping, walking backwards, walking (regular rate), and speed walking. your team will need people with timers or stopwatches at the 5 meter and 10 meter points. record the time it takes to perform each task.\nnote: speed walking is going as fast as you can without jogging or running!\ncollect that data!\nrecord your data from the experiment in the chart, then use the information to calculate the speed for each task and distance. round answers to the nearest hundredth if needed. label your answers!\n| task | distance | time | speed |\n| ---- | ---- | ---- | ---- |\n| hopping | 5 m | 4.02 | |\n| | 10 m | 6.72 | |\n| walking backwards | 5 m | 4.39 | |\n| | 10 m | 10.03 | |\n| walking regular | 5 m | 3.47 | |\n| | 10 m | 7.61 | |\n| speed walking | 5 m | 3.05 | |\n| | 10 m | 5.45 | |
Answer
Explanation:
Step1: Recall speed formula
The formula for speed is $v=\frac{d}{t}$, where $v$ is speed, $d$ is distance, and $t$ is time.
Step2: Calculate speed for hopping at 5 m
Substitute $d = 5$ m and $t=4.02$ s into the formula: $v=\frac{5}{4.02}\approx1.24$ m/s.
Step3: Calculate speed for hopping at 10 m
Substitute $d = 10$ m and $t = 6.72$ s into the formula: $v=\frac{10}{6.72}\approx1.49$ m/s.
Step4: Calculate speed for walking backwards at 5 m
Substitute $d = 5$ m and $t=4.39$ s into the formula: $v=\frac{5}{4.39}\approx1.14$ m/s.
Step5: Calculate speed for walking backwards at 10 m
Substitute $d = 10$ m and $t = 10.03$ s into the formula: $v=\frac{10}{10.03}\approx0.99$ m/s.
Step6: Calculate speed for regular walking at 5 m
Substitute $d = 5$ m and $t=3.47$ s into the formula: $v=\frac{5}{3.47}\approx1.44$ m/s.
Step7: Calculate speed for regular walking at 10 m
Substitute $d = 10$ m and $t = 7.61$ s into the formula: $v=\frac{10}{7.61}\approx1.31$ m/s.
Step8: Calculate speed for speed - walking at 5 m
Substitute $d = 5$ m and $t=3.05$ s into the formula: $v=\frac{5}{3.05}\approx1.64$ m/s.
Step9: Calculate speed for speed - walking at 10 m
Substitute $d = 10$ m and $t = 5.45$ s into the formula: $v=\frac{10}{5.45}\approx1.83$ m/s.
Answer:
| Task | Distance | Time | Speed (m/s) |
|---|---|---|---|
| Hopping | 5 m | 4.02 s | 1.24 |
| Hopping | 10 m | 6.72 s | 1.49 |
| Walking Backwards | 5 m | 4.39 s | 1.14 |
| Walking Backwards | 10 m | 10.03 s | 0.99 |
| Walking Regular | 5 m | 3.47 s | 1.44 |
| Walking Regular | 10 m | 7.61 s | 1.31 |
| Speed Walking | 5 m | 3.05 s | 1.64 |
| Speed Walking | 10 m | 5.45 s | 1.83 |