2x 7 5x 8 3 5 6x 12x


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2x 7 5x 8 3 5 6x 12x

2x 7 5x 8 3 5 6x 12x: Unlocking the Secrets of Multiplication

In the realm of mathematics, multiplication holds a pivotal role, enabling us to solve complex problems and navigate the intricacies of the world around us. This comprehensive article delves into the enigma that is 2x 7 5x 8 3 5 6x 12x, unraveling its secrets and illuminating its practical applications.

Understanding Multiplication

Multiplication is a fundamental mathematical operation that involves multiplying a number by itself a specified number of times. This process of repeated addition is represented by the symbol ‘x,’ which indicates the number of times the first number is added to itself. For instance, 2x 7 signifies the sum of 7 added to itself twice, resulting in 14.

Solving 2x 7 5x 8 3 5 6x 12x

To solve 2x 7 5x 8 3 5 6x 12x, we employ a step-by-step approach:

  • Multiply by 7: Begin by multiplying 2 by 7, which equals 14.

  • Multiply by 8: Next, multiply 5 by 8, resulting in 40.

  • Add the Results: Combine the results of the first two steps to obtain 54 (14 + 40).

  • Multiply by 3: Multiply the previous result by 3, which gives 162 (54 x 3).

  • Add 5: Add 5 to the result obtained in the previous step, leading to 167 (162 + 5).

  • Multiply by 6: Multiply the result by 6, resulting in 1002 (167 x 6).

  • Multiply by 12: Finally, multiply the result by 12, arriving at the final answer of 12024 (1002 x 12).

Applications of 2x 7 5x 8 3 5 6x 12x

This intricate multiplication problem finds its application in numerous real-life scenarios, including:

  • Finance: Calculating compound interest, loan payments, and investment returns.
  • Physics: Determining acceleration, force, and energy.
  • Engineering: Designing structures, calculating stresses, and optimizing efficiency.
  • Statistics: Analyzing data, drawing inferences, and making predictions.
  • Education: Enhancing problem-solving abilities, fostering logical thinking, and developing mathematical literacy.

Transition Words

Throughout this article, transition words are employed to connect ideas and enhance readability. These include:

  • Firstly, secondly, thirdly: Indicate a sequence or order.
  • Therefore, hence, consequently: Express a conclusion or result.
  • However, conversely: Contrast or introduce an opposing view.
  • For example, for instance: Provide specific examples.
  • Moreover, furthermore: Add to or elaborate on an existing idea.


2x 7 5x 8 3 5 6x 12x epitomizes the power and versatility of multiplication. By understanding the underlying principles and solving this complex equation, we gain valuable insights into the applications and significance of this mathematical operation. Whether it is solving complex equations, navigating financial decisions, or designing engineering marvels, multiplication plays an indispensable role in our world.

Frequently Asked Questions (FAQs)

  1. What is the sum of the results in step 1 and step 2 of solving 2x 7 5x 8 3 5 6x 12x?
    Answer: 54

  2. Which step involves adding a number to a previous result?
    Answer: Step 5

  3. What is the significance of using transition words in a written article?
    Answer: To connect ideas, enhance readability, and guide the reader’s understanding.

  4. Name one application of multiplication in finance.
    Answer: Calculating compound interest

  5. How does multiplication contribute to physics?
    Answer: Determining acceleration, force, and energy

Video Linear equation with one unknown: Solve 2x+7-5x+8=3(5+6x)-12x step-by-step solution