
We are given:
A invested ₹15,400 for 8 months
B invested ₹18,200 but left after 6 months
C invested ₹12,600 for 8 months
Total profit after 8 months = ₹28,790
We need to find C’s share in the profit.
Let’s solve this step-by-step with explanation and example.
🧠 Step 1: Use the concept of “capital × time”
In partnership, profit is divided based on how much money each person invested and for how long.
This is called the “capital–time” product.
We calculate it for each partner:
A’s investment = ₹15,400 for 8 months
→ A’s share = 15400 × 8 = 1,23,200B’s investment = ₹18,200 for 6 months
→ B’s share = 18200 × 6 = 1,09,200C’s investment = ₹12,600 for 8 months
→ C’s share = 12600 × 8 = 1,00,800
So the profit-sharing ratio of A : B : C =
123200 : 109200 : 100800
🔢 Step 2: Simplify the ratio
We can simplify this by dividing each term by 100:
1232 : 1092 : 1008
Let’s now divide all terms by 4:
1232 ÷ 4 = 308
1092 ÷ 4 = 273
1008 ÷ 4 = 252
So final simplified ratio = 308 : 273 : 252
🧮 Step 3: Total parts and C’s share
Total parts = 308 + 273 + 252 = 833
C’s share in the profit = (252 / 833) × 28790
Now calculate:
C’s share = ₹(252 × 28790) ÷ 833
C’s share = ₹7255080 ÷ 833 = ₹8,705
✅ Final Answer:
C’s share in the profit is ₹8,705.
Let me know if you want the share of A or B too!
We are given:
May 6, 1993 was a Thursday
We are to find the day of the week on May 6, 1992
🟢 Step 1: Determine if 1992 was a leap year
A year is a leap year if it is divisible by 4 and (not divisible by 100 unless also divisible by 400)
✅ 1992 ÷ 4 = 498 → So, 1992 is a leap year
That means it had 366 days.
🟢 Step 2: Difference in days between May 6, 1992 and May 6, 1993
From May 6, 1992 to May 6, 1993 = exactly 366 days (because it includes Feb 29, 1992)
Now divide 366 by 7:
366 ÷ 7 = 52 weeks + 2 extra days
→ So, 2 odd days
🧮 Step 3: Move back 2 days from Thursday:
Thursday ← Wednesday ← Tuesday
✅ Final Answer:
May 6, 1992 was a Tuesday.
Trends and patterns in data help you see the bigger picture. They show how values change over time, how different variables are connected, and what behaviors or outcomes are repeating. Spotting trends and patterns makes raw numbers meaningful — and helps you make smarter decisions.
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🔍 Why Trends and Patterns Matter in Data Interpretation:
1. Reveal What’s Changing
Trends show the direction of data over time — whether it’s going up, down, or staying stable.
✅ Example: An increasing sales trend signals business growth.
2. Help Predict Future Outcomes
If a pattern keeps repeating, you can often use it to forecast what’s likely to happen next.
✅ Example: If customer visits always drop in August, you can plan ahead.
3. Identify Relationships
Patterns show how two variables may be connected.
✅ Example: If higher website traffic always leads to more sales, you’ve found a useful link.
4. Spot Problems or Opportunities
Unexpected changes or breaks in a trend can signal issues — or reveal new chances for improvement.
✅ Example: A sudden drop in customer satisfaction may alert you to a service issue.
5. Support Data-Driven Decisions
Trends and patterns turn raw data into actionable insights, helping teams make informed choices backed by evidence.
I enjoy a mix of hobbies that help me stay balanced and creative. I like reading books—especially about personal development and real-life stories—as it keeps me inspired. I also enjoy listening to music and going for walks, which help me relax and clear my mind. On weekends, I sometimes explore learning something new online or spend time with friends and family. These interests help me stay refreshed and focused in my professional life too.