While many people associate math with school, it is also extremely useful in the real world. How do we apply math in our daily lives? The majority of math in the real world is elementary and middle school math. Basic math skills are required for tasks such as balancing a checkbook, household budgeting, comparing prices, making changes for a customer, and calculating square footage.
More advanced math is used in everyday life and is commonly used in academic disciplines such as physics and engineering. Trigonometry is useful in situations involving angles, whereas mathematical modeling (creating equations to represent real-world situations) is useful in business decisions, investments, and public health.
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Probability and statistics are useful for making predictions, risk analysis, determining the likelihood that something will happen by chance, and determining how strongly correlated (changing in the same or opposite directions) two variables are. However, math is ineffective for predicting events that are solely the result of random chance.
In everyday life, math can help to simplify difficult problems and decisions. Different types of problems necessitate different types of math, but the fundamental steps remain the same:
Use one or more equations to represent the situation.
Consider the unknown.
If a choice must be made between two or more options, compare the calculated outcomes to determine the best option.
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This procedure allows the unknown to be found precisely rather than merely estimated. Furthermore, because algebra is a step-by-step process, applying math to real-life problems results in more organized problem-solving.
When learning to apply mathematics in real life, categorizing the problem can help you decide which type of math to use. Here are a couple of examples:
Use basic math operations to calculate the total bill or change.
Probability should be used in problems involving risk comparison.
Linear and exponential functions are useful for financial decisions, such as determining which bank account will provide the highest interest.
Mathematical modeling can help answer public health questions.
Statistics should be used to answer questions about research analysis.
Geometry answers questions about the area, perimeter, and volume.
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chool Math vs. Real-Life Math
Word problems, whether basic or advanced, are the most realistic. For instance, consider the problem "10 - 3.98 =? A word problem asking how much change to give a customer who used a $10 bill to pay for a $3.98 item is a real word problem.
Similarly, a problem in which the student is asked to find the hypotenuse of a right triangle with an angle of 20° and an opposite side of 5 feet does not appear to be relevant to real life, whereas a word problem in which the student is asked how much rope is required to secure the tent in figure 1 relates to real life.
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It is difficult to overstate the importance of mathematics. In addition to everyday mathematical solutions, mathematics is important in solving more complex problems. Physicists, for example, use mathematics to model real-world phenomena ranging from magnetism to projectile motion. In short, math is important because it allows people to solve for unknowns rather than simply guessing or estimating their values.
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