📘 logic puzzle

1. The problem involves a Christmas tree with stars numbered 8, 7, 1, 2, 3, 5 and triangle numbers 15, 2, 39 inside corresponding to star positions. 2. We need to understand the re

1. **Stating the problem:** We have eight boxes stacked one above the other: J, N, M, Q, L, K, O, P. We need to find which box is immediately above box P. 2. **Given conditions:**

1. **Problem Statement:** Complete the Strimko puzzle on a 4x3 grid where each row, each column, and each strand (connected circles) must contain the numbers 1 to 4 without repetit

1. The problem is to complete a Strimko puzzle on a 4x4 grid where each row, column, and strand (connected circles) must contain the numbers 1 to 4 without repetition. 2. Given the

1. **Problem Statement:** Six friends (Ali, Bilal, Hamza, Sana, Hira, Usman) sit around a circular table, each liking a different subject (Maths, Physics, English, History, Compute

1. **Problem Statement:** Solve the given 9x9 Sudoku puzzle where some cells are filled and others are unknown. 2. **Sudoku Rules:** Each row, each column, and each 3x3 subgrid mus

1. **State the problem:** We have four friends: Beka, Nissa, Rona, and Pasha, each hiding in a different spot: trees, fountain, bench, and lamppost. 2. **Given conditions:**

1. The problem is to determine the year and major of each student (Anna, Brent, Lucas, Nancy) based on the clues and grids provided. 2. From Clue 1: Anna was a freshman last year,

1. The riddle states: "For what vegetable do people throw away the outside, cook the inside, eat the outside, and then throw away the inside?" 2. Let's analyze the riddle step-by-s

1. The problem describes a KenKen puzzle with a 5x5 grid and cages containing arithmetic operations and target numbers. 2. Each cage must be filled with numbers 1 to 5 without repe

1. The problem presents a circle with an inscribed square, marked with numbers at four points around the circle: 24 at the top, 16 on the right, 19 at the bottom, and a question ma

1. The problem is to solve the Sudoku puzzle, which consists of filling a 9x9 grid so that each column, row, and 3x3 box contains the digits 1 to 9 without repetition. 2. Sudoku so

1. The problem is completing a Sudoku puzzle by placing digits 1 to 9 in the empty cells such that each row, column, and 3x3 subgrid contains all digits with no repetition. 2. Give