velocity problems: v = d/t t = d/v d = v*t\n1. what is the velocity of a jaguar that travels a distance of 5…

velocity problems: v = d/t t = d/v d = v*t\n1. what is the velocity of a jaguar that travels a distance of 5 km in 2.25 hrs?\na:\n2. a sprinter can run 100 m in 10.4 seconds. find the velocity of this runner.\na:\n3. determine the velocity of a cyclist that travels 2000 meters in 60 seconds.\na:\n4. what is the average velocity of a car that travels 120 km in 3.5 hours?\na:\n5. determine the distance of a bird that travels at a velocity of 10 m/s for 45 seconds.\na:\n6. if a cheetah can maintain a constant velocity of 5 m/s, how far does it travel in 1 minute?\na:\n7. how much time does it take for you to walk 1200 meters at 5 m/s?\na:\n8. you jog home 4 km at 0.25 km/hr. what is your time?\na:\n9. sam is driving along the highway towards saint john. he travels 150km in 3.00hrs. what is the average speed for his trip?\na:

velocity problems: v = d/t t = d/v d = v*t\n1. what is the velocity of a jaguar that travels a distance of 5 km in 2.25 hrs?\na:\n2. a sprinter can run 100 m in 10.4 seconds. find the velocity of this runner.\na:\n3. determine the velocity of a cyclist that travels 2000 meters in 60 seconds.\na:\n4. what is the average velocity of a car that travels 120 km in 3.5 hours?\na:\n5. determine the distance of a bird that travels at a velocity of 10 m/s for 45 seconds.\na:\n6. if a cheetah can maintain a constant velocity of 5 m/s, how far does it travel in 1 minute?\na:\n7. how much time does it take for you to walk 1200 meters at 5 m/s?\na:\n8. you jog home 4 km at 0.25 km/hr. what is your time?\na:\n9. sam is driving along the highway towards saint john. he travels 150km in 3.00hrs. what is the average speed for his trip?\na:

Answer

Explanation:

Paso 1: Convertir la distancia a metros

5 km = 5000 m. Usar la fórmula $v=\frac{d}{t}$, donde $d = 5000$ m y $t=2.25\times3600$ s (1 hr = 3600 s). $v=\frac{5000}{2.25\times3600}\approx0.62$ m/s

Respuesta:

Aproximadamente 0.62 m/s

Explanation:

Paso 1: Aplicar la fórmula de velocidad

Usar $v = \frac{d}{t}$, con $d = 100$ m y $t = 10.4$ s. $v=\frac{100}{10.4}\approx9.62$ m/s

Respuesta:

Aproximadamente 9.62 m/s

Explanation:

Paso 1: Aplicar la fórmula de velocidad

Usar $v=\frac{d}{t}$, donde $d = 2000$ m y $t = 60$ s. $v=\frac{2000}{60}\approx33.33$ m/s

Respuesta:

Aproximadamente 33.33 m/s

Explanation:

Paso 1: Aplicar la fórmula de velocidad

Usar $v=\frac{d}{t}$, con $d = 120$ km y $t = 3.5$ h. $v=\frac{120}{3.5}\approx34.29$ km/h

Respuesta:

Aproximadamente 34.29 km/h

Explanation:

Paso 1: Aplicar la fórmula $d=v\times t$

Con $v = 10$ m/s y $t = 45$ s. $d=10\times45 = 450$ m

Respuesta:

450 m

Explanation:

Paso 1: Convertir 1 minuto a segundos

1 minuto = 60 s. Aplicar $d=v\times t$, con $v = 5$ m/s y $t = 60$ s. $d=5\times60=300$ m

Respuesta:

300 m

Explanation:

Paso 1: Aplicar la fórmula $t=\frac{d}{v}$

Con $d = 1200$ m y $v = 5$ m/s. $t=\frac{1200}{5}=240$ s

Respuesta:

240 s

Explanation:

Paso 1: Aplicar la fórmula $t=\frac{d}{v}$

Con $d = 4$ km y $v = 0.25$ km/h. $t=\frac{4}{0.25}=16$ h

Respuesta:

16 h

Explanation:

Paso 1: Aplicar la fórmula $v=\frac{d}{t}$

Con $d = 150$ km y $t = 3.00$ h. $v=\frac{150}{3}=50$ km/h

Respuesta:

50 km/h