Bakeries in Albany, California

Albany has 5 bakeries on our map, with donut shops the most common specialty. Hover over a name in the list to find it on the map, or tap Route to start navigation.

With about 19,439 residents, that is roughly one bakery for every 3,888 people; the earliest weekday opener we track is Starter Bakery at 7 AM; 2 of the 2 bakeries with published hours open on Sundays.

5bakeries listed
2with published hours
19,439residents (2024 est.)
 local time in Albany

5 listed. Hover a bakery to find it on the map.

  1. 1. Hella Bagels

    1019 San Pablo Ave, Albany, CA 94706

    Bagel shop Route
  2. 2. Patisserie Rotha

    1051 San Pablo Ave, Albany, CA 94706

    French bakery Hours listed (510) 529-4704 Route
  3. 3. Starter Bakery

    1183 Solano Ave, Albany, CA 94706

    Bakery Hours listed Route
  4. 4. Happy Donuts

    940 San Pablo Ave, Albany, CA 94706

  5. 5. Walker's Restaurant and Pie Shop

    1491 Solano Ave, Albany, CA 94706

Albany bakeries at a glance

Bakeries listed5
Residents per bakery3,888
With published opening hours2
Open on Sundays (of those with hours)2
With a phone number3
Reported wheelchair accessible1
Earliest weekday openingStarter Bakery, 7 AM
Latest closing timeStarter Bakery, 4 PM
CountyAlameda County
Time zonePacific Time

Bakery styles in Albany

Frequently asked questions

How many bakeries are in Albany, CA?
Our directory lists 5 bakeries in Albany, including cake shops, donut and bagel shops and bakery cafés.
Which bakery opens earliest in Albany?
Starter Bakery has the earliest listed weekday opening, at 7 AM.
Are bakeries in Albany open on Sunday?
2 of the 2 bakeries with published hours are open on Sundays. Use the Open now page to see who is open at this moment.
What kind of bakeries are common in Albany?
The most common specialty is donut shops (1 listings), followed by bagel shops and french bakeries & pâtisseries.
How do I find the bakery closest to me?
Use the "Near me" button: we ask your browser for your location once and sort bakeries from closest to farthest, with the distance shown for each one.