We are given:
Today is Tuesday
We are to find the day of the week after 62 days
🧠 Step 1: Understand the pattern of days
Days of the week repeat every 7 days.
So to find the day after 62 days, we divide 62 by 7 and take the remainder:
62÷7=8 weeks and 6 days62 ÷ 7 = 8\text{ weeks and }6\text{ days}
So, 62 days = 6 days beyond a complete number of weeks
🧮 Step 2: Move 6 days ahead from Tuesday:
Tuesday + 1 = Wednesday
+2 = Thursday
+3 = Friday
+4 = Saturday
+5 = Sunday
+6 = Monday
✅ Final Answer:
After 62 days, it will be Monday.
Data interpretation is the process of reviewing, analyzing, and making sense of data in order to extract useful insights and meaning. It involves understanding what the data is telling you — beyond just the numbers — so you can make informed decisions, spot patterns, and solve problems.
It’s not just about collecting data; it’s about understanding what that data means.
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🔍 Why Is Data Interpretation Important?
1. Turns Raw Data into Insights
Without interpretation, data is just numbers. Interpreting it reveals trends, relationships, and key findings.
2. Supports Better Decision-Making
Good interpretation helps individuals, businesses, and organizations make smart, evidence-based decisions.
3. Identifies Patterns and Problems
It helps you understand what’s working, what’s not, and what needs improvement.
4. Improves Communication
Clear interpretation makes it easier to explain data to others — whether in reports, presentations, or discussions.
5. Drives Strategy and Planning
Whether you’re running a business, doing research, or managing a project — interpreting data helps you plan for the future based on facts.
Imagine you’re analyzing customer feedback from a survey. Data interpretation helps you move from:
“50 customers gave a rating of 3”
to“Many customers feel neutral about our service — we may need to improve the experience.”
That’s how data interpretation transforms numbers into action.
Speed of faster train = 65 km/h
Speed of slower train = 45 km/h
Time taken to cross the man = 18 seconds
We need to find the length of the faster train.
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✅ Step 1: Find relative speed
Since both trains are moving in the same direction, subtract their speeds:
Relative speed = 65 km/h – 45 km/h = 20 km/h
Convert to meters per second:
20 km/h × (1000 ÷ 3600) = 5.56 m/s
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✅ Step 2: Use the formula
Speed = Distance / Time
⇒ Distance = Speed × Time
Distance = 5.56 m/s × 18 s = 100.08 meters