part 2: calculate distance using the same equation. (d = v x t)\n6. determine the distance of a cyclist that…
part 2: calculate distance using the same equation. (d = v x t)\n6. determine the distance of a cyclist that travels 5 hours at a velocity of 12 km/h.\nv=\nt=\nd =?\ndistance =\n7. determine the distance a buffalo travels in 4 hours at a velocity of 6 km/h.\nv=\nt=\nd =?\ndistance =\n8. determine the distance a bus travels in 2 hours at a velocity of 100 km/h.\nv=\nt=\nd =?\ndistance =\npart 3: determine the time it takes for: (t = d ÷ v)\n9. a skater moving 50 km/h to move 100 km.\nv=\nt =?\nd=\ntime=\n10. a plane moving 100 km/h to move 600 kilometers.\nv=\nt =?\nd=\ntime=
Answer
Explanation:
Step1: Identify values for cyclist
$v = 12$ km/h, $t = 5$ h $d=v\times t=12\times5$
Step2: Calculate cyclist's distance
$d = 60$ km
Step3: Identify values for buffalo
$v = 6$ km/h, $t = 4$ h $d=v\times t=6\times4$
Step4: Calculate buffalo's distance
$d = 24$ km
Step5: Identify values for bus
$v = 100$ km/h, $t = 2$ h $d=v\times t=100\times2$
Step6: Calculate bus's distance
$d = 200$ km
Step7: Identify values for skater
$v = 50$ km/h, $d = 100$ km $t=\frac{d}{v}=\frac{100}{50}$
Step8: Calculate skater's time
$t = 2$ h
Step9: Identify values for plane
$v = 100$ km/h, $d = 600$ km $t=\frac{d}{v}=\frac{600}{100}$
Step10: Calculate plane's time
$t = 6$ h
Answer:
- distance = 60 km
- distance = 24 km
- distance = 200 km
- time = 2 h
- time = 6 h