Level:
Project ID:
1003108601
Source Problem:
Accepted:
1
Clonable:
1
Easy:
0
Peter drove from Ostrava to Warsaw. He drove at an average speed of \( 104 \) kilometres per hour and reached Warsaw in \( 4 \) hours. Select the function that describes the dependence of Peter’s driving time \( t \) on the average speed \( v \) of the car. (The driving time \( t \) is given in hours and the average speed \( v \) is given in kilometres per hour.)
\( t=\frac{416}v\text{ ,}\ v\in(0;\infty) \)
\( t=\frac{26}v\text{ ,}\ v\in(0;\infty) \)
\( t=\frac v{26}\text{ ,}\ v\in(0;\infty) \)
\( t=\frac{104}v\text{ ,}\ v\in(0;\infty) \)