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Sagot :
Final answer:
Describes turning a word problem into an equation using variables to represent unknowns and the systematic process involved in the conversion.
Explanation:
Turning a Word Problem into an Equation: When faced with a situation of finding the sum of two consecutive integers, I defined the first integer as x. The second integer, which is one more than the first, was represented as x + 1. Thus, the resulting equation was x + (x + 1) = sum. This helped me convert the words into a mathematical equation by assigning variables for each part of the problem.
Variable Representation and Conversion: The variable x represented the first integer, allowing me to algebraically represent the relationship between the two consecutive integers. By carefully reading the problem, defining variables, and identifying the relationships described, I was able to convert the verbal information into a solvable equation.
Thought Process During Conversion: My thought process involved breaking down the problem into simpler components, assigning variables to unknowns, and systematically expressing the relationships between the quantities using mathematical symbols. This step-by-step approach ensured a clear conversion of the word problem into an equation for solving.
Learn more about Word problem conversion into equations here:
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