Aha! Puzzles

Movie Goers Logic Puzzle

Three friends - Sarah, Sally, and Jennifer - are going together to see a movie that starts at 12:30 pm. All married, they each have different last names and drive different types of family cars. From this information and the following clues, determine the names of their husbands, the vehicle they drive, and what time they left for the movie.

  • 1. Sarah, who is married to Solomon, was not the first to leave her house.
  • 2. Sally left her house 30 minutes after Jennifer, who does not own a Jeep.
  • 3. The Grundy van was driven off at 11:15 am.
  • 4. Jennifer, whose husband has the same first initial, left in a Camaro.
  • 1. Sarah, who is married to Solomon, was not the first to leave her house.
  • 2. Sally left her house 30 minutes after Jennifer, who does not own a Jeep.
  • 3. The Grundy van was driven off at 11:15 am.
  • 4. Jennifer, whose husband has the same first initial, left in a Camaro.

Observation: This table is automatically filled accordingly to the grid.

How to play

  • The first step is to read the clues and find the most basic ones;
  • Those clues can be marked on the grid without using any other information;
  • After this, you will need to read the clues again and use logic deduction;
  • Click on a clue to mark it as used;
  • The answer table is filled automatically.

More Logic Puzzles

See our logic puzzles list.

Need help?

Learn the basics

Follow our step-by-step guide on How to Solve a Logic Puzzle.

Play the basics

If you are having a hard time, play these basic logic puzzles to get started. They are very simple.

Printable version

Feel free to download the PDF version of this logic puzzle.

Visit our Printable Logic Puzzles page to download and print other Logic Puzzles.

More games

Einstein's Puzzle
Einstein's Puzzle

Can you solve one of the most famous logic puzzle ever?

Memory Game
Memory Game

Memory Matching game for kids, adults and seniors.

Zebra Puzzles
Zebra Puzzles

Try to solve this classic logic puzzle.

2048
2048

Reach 2048 by combining identical tiles in this famous sliding block puzzle.