Answer:
Remaining distance will be 56 km
Explanation:
As we know that the distance traveled is given as the product of speed and time
So we will have
[tex]d = v \times t[/tex]
so total distance to cross is given as
[tex]d_{total} = 4\times 108[/tex]
[tex]d_{total} = 432 km[/tex]
Now if it moves with speed of 94 km/h for 4 hours then distance covered by it
[tex]d = 94 \times 4[/tex]
[tex]d = 376 km[/tex]
Remaining distance is given as
[tex]d_{remain} = d_{total} - d[/tex]
[tex]d_{remain} = 432 - 376 [/tex]
[tex]d_{remain} = 56 km[/tex]
The remaining distance will be "56 km".
The speed (s) of an object seems to be the rate at which it travels from one location to some other. It's also calculated by dividing the distance (d) traveled by the timeframe (t) or duration.
According to the question,
Average speed when cross a late, 108 km/h
On particular day, average speed 94 km/h
Time taken, 4 hours
We know that,
Distance, d = v × t
The total distance be:
→ [tex]d_{total}[/tex] = 4 × 108
= 432 km
When it moves 94 km/h, the distance be;
→ d = 94 × 4
= 376 km
hence,
The remaining distance be:
→ [tex]d_{remain}[/tex] = [tex]d_{total}[/tex] - d
By substituting the values,
= 432 - 376
= 56 km
Thus the above answer is correct.
Find out more information about speed here:
https://brainly.com/question/4931057
