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Bus 7 in Oranit has 1 trip on a typical weekday.

Its stops are listed in order below, with the trips it has on each day of the week of 8 November 2026. A typical weekday is the middle one, by number of trips, of Sunday to Thursday.

Line number
7
Operator
תנופה
Type of line
Regional
Vehicle
Bus
Stops
15
Trips on a typical weekday
1 (Sunday)
First and last departure on a weekday
07:25 to 07:25

The operator's own site

The route that starts and ends in Oranit has 15 stops.

DayTripsFirstLast
Sunday8 Nov107:2507:25
Monday9 Nov107:2507:25
Tuesday10 Nov107:2507:25
Wednesday11 Nov107:2507:25
Thursday12 Nov107:2507:25
Friday13 Nov107:3007:30
Saturday14 NovNo trips

Times are the timetable's departures from this direction's first stop.

The timetable has the busiest route taking about 24 minutes from the first stop to the last.

  1. Oranit1שכונת הגבע
  2. 2האגוז/הדגנית
  3. 3האגוז/האתרוג
  4. 4האלון/היקינטון
  5. 5האלון/הזית
  6. 6הזית/השיטה
  7. 7בית הכנסת היכל משה/הזית
  8. 8ביה״ס גוונים/השקד
  9. 9בית ספר קשת/דובדבן
  10. 10הכרמל/הירדן
  11. 11הכרמל/הירקון
  12. 12הארבל/הגעתון
  13. 13החרמון/הארבל
  14. 14התבור/דרגות
  15. 15תיכון אורט/מבוא אורנית

Bus 7 calls at stops in 1 place.

These are other bus lines on routes like this one.

These are the questions people ask about bus 7.

How often does bus 7 run?

On a typical weekday bus 7 has 1 trip. In the week of 8 November 2026 it had 1 trip on Friday and no trips on Saturday.

What time is the first and the last bus 7?

On a typical weekday the first trip, in either direction, leaves at 07:25 and the last at 07:25. On Friday they are 07:30 and 07:30. It has no trips on Saturday.

Which towns does bus 7 serve?

The stops of bus 7 are in Oranit.

How long does bus 7 take?

The timetable has the busiest route taking about 24 minutes from the first stop to the last.

The timetable and the table of licensed bus lines are the Ministry of Transport and Road Safety's, read on 5 November 2026. A stop's town is the one the timetable gives it, and the route maps are drawn from the stops' points.

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