Home / Retail / Casual Eatery / Sherman Oaks / How Sweet It Is
How Sweet It Is
One of 73 casual eatery listings in Sherman Oaks.
About How Sweet It Is
How Sweet It Is is a casual eatery in the retail sector, based in Sherman Oaks, CA. Its recorded address is 13619 Ventura Blvd, 91423. The listing includes a telephone number, an official website. It is one of 73 casual eatery listings tracked in Sherman Oaks; the nearest comparable listing is The Woodman, within walking distance. How Sweet It Is has 9 listed locations in total; this page covers the Sherman Oaks branch.
- Address
- 13619 Ventura Blvd, Sherman Oaks, CA, 91423
- Phone
- (818) 788-1103
- Website
- bellassweetsomethings.com
Questions
Where is How Sweet It Is located?
13619 Ventura Blvd, Sherman Oaks, CA, 91423
How do I contact How Sweet It Is?
(818) 788-1103 · https://www.bellassweetsomethings.com
What type of business is How Sweet It Is?
How Sweet It Is is a casual eatery (retail) in Sherman Oaks.
How Sweet It Is branches
How Sweet It Is has 9 listed locations. This branch is in Sherman Oaks.
- Sedona86336-6150
- Richland99352-4209
- North Adams01247-3559
- Richland99352-4254
- Machias04654-3421
- Sunset Beach28468
- Yonkers10704-4101
- Sedona86336
Nearby casual eatery
- The WoodmanSherman Oaks0.0 km
- Pane DolceSherman Oaks0.1 km
- Nola IceSherman Oaks0.1 km
- Bluebird BrasserieSherman Oaks0.2 km
- Hank’s BagelsSherman Oaks0.2 km
- SUBWAYSherman Oaks0.2 km
- Ike's Love & SandwichesLos Angeles0.2 km
- Maya's Brigadeiro Brazilian SweetsSherman Oaks0.3 km
- Cocoa and CandySherman Oaks0.3 km
- Menchie'sSherman Oaks0.5 km
- Sweet GuySherman Oaks0.6 km
- Natas PastriesLos Angeles0.7 km
- Natas Portuguese BakerySherman Oaks0.7 km
- Charleys CheesesteaksSherman Oaks0.9 km
- Schatzi's Bakery & CafeLos Angeles0.9 km
Cite this page
“How Sweet It Is, Sherman Oaks — business.wiki, retrieved August 2026.” Facts on this page come from openly licensed data (Overture Maps Foundation) and are refreshed with each monthly release; sourcing is documented on the methodology page.