Where to eat?
Deciding where to eat? Use me!
About
Struggling to decide where to eat with friends or family? This app helps by letting everyone pick a food category, then it randomly selects a restaurant. It provides location details, hours, contact information, and ratings to simplify group dining decisions.
What's New in Where to eat?
1.0
August 31, 2019
Developer apps
FAQ
Does Where to eat? have ads?
No, Where to eat? is ad-free. This ensures an uninterrupted experience when you're trying to decide where to dine.
What food categories are available in Where to eat?
Where to eat? offers a wide variety of categories including American, Asian Fusion, Barbeque, Breakfast & Brunch, Burgers, Chinese, Indian, Italian, Mexican, Pizza, Seafood, and more. You can also create your own 'Favorites' category.
Can I add my own restaurants to Where to eat?
Yes, you can add your favorite restaurants to a dedicated 'Favorites' category within Where to eat?. This allows you to randomize selections from places you already know and love.
What information does Where to eat? provide about the chosen restaurant?
Once a restaurant is chosen, Where to eat? displays its location on a map, provides directions, shows operating hours, contact information, ratings, reviews, and a link to the restaurant's website.
Is Where to eat? available on Android devices?
The current data indicates that Where to eat? is supported on iPhone, iPad, and iPod. Information regarding Android availability is not provided.
How often is Where to eat? updated?
The latest version of Where to eat? is 1.0, and it was last updated on August 31, 2019. No information is available on the frequency of future updates.
What is the age rating for Where to eat?
Where to eat? has an age rating of 4+. This means it is suitable for children aged 4 and above.
What makes Where to eat? unique compared to other restaurant apps?
Where to eat? focuses on resolving group indecision by randomly selecting a restaurant after all participants choose their preferred food types. It aims to eliminate arguments and aimless searching.
