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These vocabulary flashcards cover key terms and concepts from the lecture on how mathematics functions as both an art and a practical tool in healthcare, elections, weather forecasting, transportation, finance, pattern recognition, and fundamental definitions.
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Mathematics as an Art
The view that math involves creativity, intuition, and elegant expression in problem-solving and pattern discovery.
Logical Reasoning
Using structured, evidence-based principles to arrive at valid conclusions or solutions.
Healthcare Mathematics
The application of numbers, formulas, and statistics to dosing, monitoring vitals, analyzing tests, and hospital management.
Medicine Dosage Calculation
Using ratios and formulas to determine the correct amount of medication for a patient.
Medical Statistics
Collecting and analyzing data to study diseases, detect patterns, and evaluate new treatments.
Commission on Elections (COMELEC)
Philippine agency that employs mathematics in automated systems to tally votes quickly and accurately.
Automated Election System
Computerized vote-counting process that relies on algorithms and percentages to determine winners.
Party-List Allocation
Mathematical distribution of congressional seats based on each party’s percentage of votes.
Pre-Election Poll Survey
Statistical sampling used to predict electoral outcomes and analyze voter sentiment.
Election Fraud Detection
Using numerical patterns and statistical tests to uncover irregularities in vote counts.
Meteorology
The science of weather forecasting that uses measurements, mathematical models, and probability.
Mathematical Weather Model
Computer simulation that analyzes past data to predict future atmospheric conditions.
Probability of Precipitation
A statistical estimate, expressed as a percentage, of the likelihood of rain or snow.
Transportation Mathematics
Using math to calculate speed, distance, fuel use, scheduling, and traffic optimization.
GPS Navigation
System that employs geometry and coordinate calculations to determine precise locations for travel.
Banking Mathematics
Arithmetic and formulas used to manage deposits, loans, interest, and financial risk.
Interest Rate
Percentage charged on a loan or earned on savings, crucial for calculating future value.
Classical Definition of Mathematics
Aristotle’s view: the science of quantity, concerned with numbers, sizes, and amounts.
Modern Definition of Mathematics
Keith Devlin’s view: the science of patterns found in everyday life.
Applied Definition of Mathematics
Galileo’s idea of math as the language used to describe and explain the universe.
Pythagorean View
Belief that mathematics governs the universe and explains all natural phenomena.
Archimedes of Syracuse
Ancient Greek ‘Father of Mathematics’ who advanced geometry, calculus precursors, and number theory.
Brain Training through Math
The cognitive benefit of solving mathematical problems efficiently.
Pattern Recognition
Ability to detect regularities, a skill nurtured by mathematical study.
Logical Pattern
Systematic arrangement of ideas or arguments (e.g., cause-and-effect, if-then) to ensure coherence.
Geometric Pattern
Motif composed of repeating shapes governed by a mathematical rule.
Word Pattern
Recurring grammatical or syntactic structure, such as Subject-Verb-Object, used for clarity.
Number Pattern
Ordered list of numbers following a specific rule or property.
Fibonacci Sequence
Number pattern 1,1,2,3,5,8… where each term equals the sum of the two preceding ones.
Decision-Making with Math
Using quantitative analysis to choose the most rational course of action.