Question

Escriba en cada recuadro el valor numérico apropiado.

Se realiza un viaje en bus que cubre una distancia de 1320Km extendiéndose durante dos días. La razón
entre lo recorrido el primer día y lo correspondiente al segundo es de 4 a 7.
Con base en lo anterior, el primer día el bus recorre
Km y el segundo día
Km.

Answer 1

The bus traveled 448 km on the first day and 792 km on the second day.

Step-by-step explanation:

The problem involves finding the distances traveled by a bus over two days, given that the ratio of the distance traveled on the first day to the distance traveled on the second day is 4 to 7. Let's denote the distance traveled on the first day as x km and the distance traveled on the second day as y km. Since the ratio of x to y is 4 to 7, we can set up the equation 4/7 = x/y.

To find the values for x and y, we can use proportions. Cross-multiplying gives us 4y = 7x. Rearranging this equation, we find that x = (4/7)y.

Given that the total distance traveled over the two days is 1320 km, we can set up the equation x + y = 1320. Substituting the value of x from the previous equation, we have (4/7)y + y = 1320.

Solving this equation, we find that y = 792 km and x = (4/7) * 792 = 448 km. Therefore, the bus traveled 448 km on the first day and 792 km on the second day.

Learn more about calculating ratios and proportions for distance traveled