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Questions and Answers
What does GSU aim to achieve by the year 2040?
What does GSU aim to achieve by the year 2040?
Which of the following best describes GSU's commitment to its graduates?
Which of the following best describes GSU's commitment to its graduates?
If Fib(1) = 1 and Fib(3) = 2, what is Fib(4) + Fib(6)?
If Fib(1) = 1 and Fib(3) = 2, what is Fib(4) + Fib(6)?
What is the value of Fib(27)?
What is the value of Fib(27)?
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What is the result of (Fib(33) - Fib(25)) + Fib(10)?
What is the result of (Fib(33) - Fib(25)) + Fib(10)?
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Which statement is correct about the growth rate of the population in the Philippines?
Which statement is correct about the growth rate of the population in the Philippines?
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What is the mathematical expression for 'seven more than twice a number n'?
What is the mathematical expression for 'seven more than twice a number n'?
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What value of X will make the inequality 4x < 5 a false statement?
What value of X will make the inequality 4x < 5 a false statement?
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Which expression correctly represents that twice the value of x is greater than 5 and less than Y?
Which expression correctly represents that twice the value of x is greater than 5 and less than Y?
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What is the value of X that makes the inequality $5x - 2 > 12$ true?
What is the value of X that makes the inequality $5x - 2 > 12$ true?
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Evaluate the expression $2^{3} + 4 + 6(2^{2^{-1}}) ÷ 2(3^{2^{-6}}) - 4$. What is the result?
Evaluate the expression $2^{3} + 4 + 6(2^{2^{-1}}) ÷ 2(3^{2^{-6}}) - 4$. What is the result?
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Which of the following sets does not represent a function?
Which of the following sets does not represent a function?
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How many apples will Ben have left after giving 12 apples to his sister and 5 apples to his younger brother?
How many apples will Ben have left after giving 12 apples to his sister and 5 apples to his younger brother?
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If a certain machine can produce 50 nuts in two hours, how many nuts can it produce in half an hour?
If a certain machine can produce 50 nuts in two hours, how many nuts can it produce in half an hour?
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How much will Lina save in two months if she saves P2.50 every school day, with 22 class days in a month?
How much will Lina save in two months if she saves P2.50 every school day, with 22 class days in a month?
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If Fred needs 22 m of rope and the cost of rope is P7.75 per meter, what is the total cost of the rope?
If Fred needs 22 m of rope and the cost of rope is P7.75 per meter, what is the total cost of the rope?
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Which of the following does NOT describe the characteristics of the median?
Which of the following does NOT describe the characteristics of the median?
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What is the mode of the following number set: 1657, 1705, 1646, 1705, 1800, 1756, 1724, 1756, 1769, and 1705?
What is the mode of the following number set: 1657, 1705, 1646, 1705, 1800, 1756, 1724, 1756, 1769, and 1705?
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What is the median of the following set: 1657, 1705, 1646, 1705, 1800, 1756, 1724, 1756, 1769, and 1705?
What is the median of the following set: 1657, 1705, 1646, 1705, 1800, 1756, 1724, 1756, 1769, and 1705?
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What is the mean of the following set of numbers: 1657, 1705, 1646, 1705, 1800, 1756, 1724, 1756, 1769, and 1705?
What is the mean of the following set of numbers: 1657, 1705, 1646, 1705, 1800, 1756, 1724, 1756, 1769, and 1705?
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Which of the following represents a valid function from the given ordered pairs {(1,B), (2, N), (3, M), (4, a), (5, s)}?
Which of the following represents a valid function from the given ordered pairs {(1,B), (2, N), (3, M), (4, a), (5, s)}?
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What is the decimal value of the binary number 1010?
What is the decimal value of the binary number 1010?
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What is the result of the operation $11011 imes 101$ in binary?
What is the result of the operation $11011 imes 101$ in binary?
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Which of the following statements about functions is always true?
Which of the following statements about functions is always true?
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If a student thinks of a number, multiplies it by 5 and adds 27 to get 72, what strategy could they use to solve this problem?
If a student thinks of a number, multiplies it by 5 and adds 27 to get 72, what strategy could they use to solve this problem?
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How many house numbers are there from 1 to 100?
How many house numbers are there from 1 to 100?
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What is the value of the expression $0.1 + 1.1 + 1.001 + 11.01$?
What is the value of the expression $0.1 + 1.1 + 1.001 + 11.01$?
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Given the sets A={0, 1, 2, 3, 4, 5, 6}, B={1, 2, 3, 4, 5, 6}, what is the size of set C if C = {7, 8, 9, 10}?
Given the sets A={0, 1, 2, 3, 4, 5, 6}, B={1, 2, 3, 4, 5, 6}, what is the size of set C if C = {7, 8, 9, 10}?
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Study Notes
General Information
- Exam title: GE 04 - Mathematics in the Modern World Midterm Examination
- Semester: 1st Semester A.Y. 2023-2024
- Prepared by: Instr. Ryan Christian G. Diokno
Key Examination Structure
- Multiple choice format requiring students to select the correct answer or indicate 'N' if none of the options are suitable.
- Students can use calculators.
Content Overview
- Questions cover university mission and vision, emphasizing the commitment to produce competitive and technologically equipped graduates.
- Fibonacci sequence questions require calculations based on provided values.
- Understanding of patterns in nature, mathematical sentences, and solutions to equations is assessed.
- Evaluation of basic arithmetic operations, conversions, and problem-solving strategies are included.
- Sets, functions, and relations form an important part of the examination content.
Specific Topics
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University Vision and Mission
- Vision: GSU aims to be premier in education and community transformation by 2040.
- Mission: GSU produces quality graduates in various fields, including sustainable agriculture and healthcare.
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Fibonacci Sequence
- Understanding basic terms of Fibonacci sequence.
- Questions revolve around calculating specific Fibonacci numbers and their ratios.
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Population Growth
- Exponential growth model used for calculating projected population.
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Inequalities
- Knowledge of how to express inequalities in mathematical notation.
- Evaluate inequalities to find specific values of variables that hold true.
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Functions and Relations
- Distinction between functions and relations, focusing on characteristics that define functions.
- Includes a problem set involving ordered pairs and their corresponding domains.
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Arithmetic Operations
- Basic addition and multiplication with binary and decimal numbers.
- Problems that involve simple calculations to deduce results.
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Statistics
- Explanation of measures like median, mean, and mode from a given data set.
- Understanding frequency distribution and quartiles in data sets.
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Mathematical Strategy
- Problem-solving strategies include making lists, working backward, and using diagrams.
- Practical applications of mathematical reasoning in scenarios like budgeting and savings.
Problem-Solving Techniques
- Interpretation of word problems to create equations or expressions that can be solved.
- Strategies to visualize problems, such as drawing diagrams for clarity.
Key Calculations
- Conversions of binary to decimal.
- Operations involving addition of decimal numbers with various precision levels.
- Calculation of averages and understanding the significance of statistical measures.
This examination encompasses a wide range of topics designed to assess students' understanding of mathematics and its practical applications in various contexts.
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Description
Test your knowledge with this midterm examination for the Mathematics in the Modern World course for the 1st semester of A.Y. 2023-2024. This quiz includes multiple-choice questions designed to assess your understanding of key concepts. Prepare to demonstrate your mathematical skills and comprehension.
