Solving Water Tank Problems: A Comprehensive Guide for SEO

In this article, we will delve into the detailed steps to solve a problem involving the capacity of a water tank. This problem is relevant for SEO as it combines basic arithmetic and logical reasoning, which are essential for understanding and optimizing website content. By breaking down each step, we aim to provide clear, logical guidance that can help users find and understand this type of problem-solving.

Introduction to Water Tank Problem-Solving

Water tank capacity problems are a common type of arithmetic question that involve determining the full capacity of a tank based on partial measurements. This skill is particularly useful in various industries including plumbing, agriculture, and water management. SEO optimization for such content can help in targeting motivated users who are looking for practical solutions.

Step-by-Step Solution: Determining Tank Capacity

Given the scenario, a water tank was full of water, and Mr. Ojo removed 2/7 of it. If it now contains 450 liters, how many liters does the tank hold when full?

Step 1: Understand the Problem

When 2/7 of the tank’s water is removed, 5/7 of the tank remains full. This means that the remaining 450 liters represent 5/7 of the tank's full capacity.

Step 2: Set Up the Equation

Let's denote the full capacity of the tank as T liters. According to the problem, 5/7 of T is equal to 450 liters.

Mathematically, we can express this as:

[frac{5}{7} T 450]

Step 3: Solve for T

To find T, we need to isolate it on one side of the equation. We can do this by dividing both sides by 5/7, which is equivalent to multiplying both sides by 7/5.

Mathematically, this is represented as:

[T 450 times frac{7}{5}]

Carrying out the multiplication:

[T 450 times frac{7}{5} 630]

Therefore, the full capacity of the tank is 630 liters.

Step 4: Verify the Solution

To ensure the solution is correct, we can check our work by confirming that 2/7 of 630 liters equals the amount removed, and that the remaining 5/7 equals 450 liters.

2/7 of 630 liters:

[frac{2}{7} times 630 180]

Thus, 630 - 180 450, which matches the problem statement.

Conclusion

Understanding and solving problems related to water tank capacity is not only a fundamental skill but also a valuable topic for SEO. By providing clear, detailed explanations and solutions, we can help users grasp the concepts more effectively, making our content more informative and easy to understand, which is crucial for high search engine rankings.

Related Keywords:

Water tank capacity Mathematical problem solving 4th grade math problems

Note: Always ensure that your content is original and tailored to your target audience. Replicating content from other sources can harm your SEO efforts.

#SEO #MathProblemSolving #WaterTankCapacity