Numerical and Mathematical Ability
- Whole numbers and Integers Definition Properties and Operations
- Exercises based on Integers and Whole numbers
- PYQs based on Integers and Whole numbers
- Basics of HCF and LCM
- HCF and LCM Word Problems
- Numerical Relations HCF and LCM
- HCF and LCM Mixed Numerals
- Divisibility Rules HCF and LCM
- Problems of finding the least number
- Problems of finding the largest number
- Introduction to Decimals and Fractions
- Exercises based on Decimals and fractions
- SSC Exam PYQs based on Decimals and Fractions
- Factors Multiples Primes and Composites Numbers
- LCM HCF and Patterns
- Practice Questions Part 1
- Practice Questions Part 2
- SSC Exam PYQs Analysis Part 1
- SSC Exam PYQs Analysis Part 2
- Methods of finding squares
- Methods of finding square root
- Basics of arithmetic operations and BODMAS
- Practice problems on BODMAS Set1
- Practice problems on BODMAS Set2
- Practice problems on BODMAS Set3
- SSC Exam PYQs on BODMAS Part 1
- SSC Exam PYQs on BODMAS Part 2
- Fundamentals of Percentage
- Advanced Percentage Types and Applications
- Dimensional Figures and Percentage Applications
- Basic to Complex Percentage Variations
- Population Dynamics in Percentages
- Financial Insights Income Savings and Population Percentages
- Financial Scenarios and Geometric Percentages
- Geometric Changes and Academic Percentages
- Demographic Analysis through Percentages
- Elections and Finances A Percentage Perspective
- Election Insights and Commission Calculations
- Commission Structures and Exam Outcomes
- Exam Results and Venn Diagram Analysis
- Income Expenditure and Varied Percentage Challenges
- Solving Basic Ratio and Inverse Ratio Problems
- Systems of Equations in Ratio and Proportion
- Advanced Ratio Componendo to Mean Proportion
- Algebraic and Proportional Relationships
- Analyzing Income and Quantity Relationships
- Income and Expenditure Relationship Dynamics
- Incomes Expenditures and Fractional Shares
- Quantitative Relationships and Initial Values
- Initial Values and Coin Value Calculations
- Fundamentals of Ratio and Proportion
- Time and Work Fundamentals and Methods
- Time and Work Dual Variable Timing
- Time and Work Triple Variable Timing
- Time and Work Basic Conditional Scenarios
- Time and Work Advanced Conditional Problems
- Time and Work Understanding Basic Efficiency
- Time and Work Complex Efficiency Challenges
- Time and Work Alternate Pattern Problems
- Time and Work Mixed Variable Dynamics
- Time and Work Multiple Variables Two and Three
- Time and Work Multiple Variables Three and Four
- Pipes and Cisterns Basics and Dual Triple Variables
- Pipes and Cisterns Conditional Scenarios and Patterns
- Pipes and Cisterns Efficiency and Capacity
- Concepts of Proportions and Unitary method
- Problems on application of Proportions and Unitary method
- Problems on Direct and Inverse proportion
- SSC Exam PYQs on Proportions Part 1
- SSC Exam PYQs on Proportions Part 2
- Important concepts of Averages
- Problems on Arithemetic Mean
- Problems on Average of Consecutive number
- Problems on Average difference between numbers
- Problems on Average weight score age salary and marks
- Problems on average of average ages
- Problems on finding the batting average
- Problems on averages of average weights
- SSC Exam PYQs on Average Part 1
- SSC Exam PYQs on Average Part 2
- SSC Exam PYQs on Average Part 3
- SSC Exam PYQs on Average Part 4
- SSC Exam PYQs on Average Part 5
- SSC Exam PYQs on Average Part 6
- Introduction to Simple Interest
- Problems on Simple Interest
- Problems on Difference of Rate of Interest
- Problems on Sum and Rate of Interest
- Problem on Simple Interest on Invested Money
- SSC Exam PYQs on Simple Interest Part 1
- SSC Exam PYQs on Simple Interest Part 2
- SSC Exam PYQs on Simple Interest Part 3
- SSC Exam PYQs on Simple Interest Part 4
- Introduction to Profit and Loss
- Decoding Profit and Loss CP and SP
- Profit and Loss Price Calculations
- Comparative Analysis in Profit and Loss
- Profit and Loss Gaining Insights
- Dynamics of CP SP and Gain
- Analyzing Gains CP and Overall Transactions
- Profit Loss and Unknown Quantities
- Identity Costs and Loss Percentages
- Articles and ProfitLoss Discrepancies
- Profit vs Discount Analyzing Loss
- Price Fluctuations and Profit Impact
- Profit Percentages in Combined Sales
- Unraveling Dishonest shopkeeper
- Introduction to discount and successive discount
- Problems on marked price
- Problems on effective discount
- Problems on discount
- Problems on percentages of given ratios
- Problems on profit percentages
- Problems on calculating the overall profit or loss
- Problems on successive discount Part 1
- Problems on successive discount Part 2
- Problems to find SP with a single discount
- Problems on mixed concepts of discount
- Fundamentals of Triangles and Their Properties
- Exploring Quadrilaterals Types and Properties
- Polygons and Circles Angles and Areas
- Calculating Areas Triangles Squares and Rectangles
- Geometric Calculations Parallelograms to Semicircles
- SSC MTS Previous Year Questions Geometry in Practice
- Speed Time and Distance Fundamentals
- Train Crossings and Time Calculation
- Problems in Speed Time and Distance Basics
- Average Speed Problems
- Speed Ratios and Time Calculation
- Speeds with Time Differences
- Objects Crossing and Time Allocation
- Introduction to Line and Angles
- Problems on Line and Angles
- Understanding Bar Charts Line Graphs Pie Charts and Histograms
- Solving Problems on Bar Charts Pie Charts Tabular Charts and Histograms
- Practicing Problems on Pie Charts Histograms Tabular Charts and Line Graphs
- SSC Exam PYQs on Data Interpretation Part 1
- SSC Exam PYQs on Data Interpretation Part 2
Time and Work Mixed Variable Dynamics
Time and Work Mixed Variable Dynamics
#### If 12 workers can complete a job in 15 days, how many days will it take for 18 workers to complete the same job?
1. [x] 10 days
2. [ ] 12 days
3. [ ] 25 days
4. [ ] 9 days
#### If it takes 10 machines 8 hours to produce 120 items, how many items can be produced by 15 machines working at the same rate in 6 hours?
1. [x] 135 items
2. [ ] 300 items
3. [ ] 360 items
4. [ ] 400 items
#### If 12 workers can complete a job in 16 days, how many workers are needed to complete the same job in 12 days?
1. [ ] 14 workers
2. [x] 16 workers
3. [ ] 18 workers
4. [ ] 20 workers
#### A machine can complete a task in 10 hours. How long will it take for 5 such machines, working simultaneously at the same rate, to complete the same task?
1. [ ] 2 hours
2. [ ] 3 hours
3. [x] 2 hours
4. [ ] 6 hours
#### A group of 10 workers can complete a job in 15 days. How many workers are needed to complete the same job in 10 days, given that the rate of work remains constant?
1. [x] 15 workers
2. [ ] 18 workers
3. [ ] 20 workers
4. [ ] 25 workers
