Yuto and Riko went for a bike ride on the same path. When Riko left their house, Yuto was 5. 25 miles along the path. If Yuto’s average speed was 0. 25 miles per minute and Riko’s average speed was 0. 35 miles per minute, then Riko will be behind Yuto when 0 ≤ t < 52. 5, where t is time in minutes. Explain what this solution means and why t cannot be less than zero.
En resumen
Yuto takes a lead of 5. 25 miles by the time Riko leaves his house. Since we know that Riko's speed is greater than Yuto's, at some point he will be able to reach it. If the difference in velocities is = 0. 35 - 0. 25 = 0.
Yuto takes a lead of 5.
25 miles by the time Riko leaves his house.
Since we know that Riko's speed is greater than Yuto's, at some point he will be able to reach it.
If the difference in velocities is = 0.
35 - 0.
25 = 0.
1 mile / minute, we know that the distance will be shortened by 0.
1 mile / minute.
And if the speed remains constant, Riko will have reached Yuto, or will be behind him in :
5.
25 miles (advantage) / 0.
1 miles / minute = 52.
5 minutes.
This is what the expression 0 ≤ t.
No tiene solución porque la T debería tener el valor de 0 , y T + E no podría dar Y y además los números no pueden empezar por 0 espero que te ayude a mi me tocó hacerlo.
Esta operacion no tiene solución porque la T debería tener el valor de 0 , y T + E no podría dar Y y la otra seria que no se podria comenzar una operacion con el numero 0. Suerte.
Respuesta : 0. 675 horas(40. 5 minutes)Explicación paso a paso : Data : IrinaVp = 16 miles / hourT = ? Co - workerVp = 27 miles / hourT = 24 minutes (0. 4 of an hour)distance calculation = D = V. Tcalculate time = T = D…
Respuesta : Explicación paso a paso THE + LAST_______PLACE.