The Brick Weighs How Much? One Kilo and a Half!

Problem Introduction

The problem we are going to solve is as follows: If a brick weighs one kilogram plus half a brick, how much does the brick weigh?

Steps to Solve the Problem

To solve this problem, we can use a bit of algebra. Let's assume the weight of the brick is represented by the variable x.

The problem statement tells us that the weight of the brick is equal to one kilogram plus half of its weight. Let's write this relationship as an equation:

x = 1 + (x / 2)

Now, let's solve this equation step by step.

Step 1: Subtract (x / 2) from both sides

x - (x / 2) = 1

Step 2: Combine the terms on the left with the common denominator

(2x / 2) - (x / 2) = 1

x / 2 = 1

Step 3: Multiply both sides by 2

x = 2

Therefore, the weight of the brick is 2 kilograms.

Conclusion

We have solved the problem and determined that the weight of the brick is 2 kg, using simple algebraic operations.

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