During my internship, I worked at [Company Name] as a [Internship Position] for [Duration]. My main responsibilities included assisting in [specific tasks or projects], conducting research on [specific topics], and collaborating with team members to [describe any teamwork or projects]. I gained hands-on experience in [specific skills or tools used], which helped me develop my problem-solving and analytical skills. I also had the opportunity to present my findings to the team, which improved my communication abilities. Overall, the internship provided me with valuable insights into the industry and enhanced my professional skills.
During my internship, I worked at [Company Name] as a [Internship Position] for [Duration]. My main responsibilities included assisting in [specific tasks or projects], conducting research on [specific topics], and collaborating with team members to [describe any teamwork or projects]. I gained hands-on experience in [specific skills or tools used], which helped me develop my problem-solving and analytical skills. I also had the opportunity to present my findings to the team, which improved my communication abilities. Overall, the internship provided me with valuable insights into the industry and enhanced my professional skills.
In five years, I plan to gain substantial experience in consulting and develop my skills in the industry. I may consider pursuing an MBA later to enhance my leadership abilities and business knowledge. My long-term goal is to become a senior consultant or manager, leading projects that drive significant impact for clients.
In a team project, we had differing opinions on the best approach to a solution. I suggested we hold a meeting where everyone could present their ideas and reasoning. We discussed the pros and cons of each approach, and I facilitated the conversation to ensure everyone was heard. Ultimately, we combined elements from both ideas, which led to a more effective solution that everyone supported.
Sorting algorithms include:
1. **Bubble Sort**: O(n^2)
2. **Selection Sort**: O(n^2)
3. **Insertion Sort**: O(n^2)
4. **Merge Sort**: O(n log n)
5. **Quick Sort**: O(n log n) (average), O(n^2) (worst)
6. **Heap Sort**: O(n log n)
7. **Counting Sort**: O(n + k) (where k is the range of the input)
8. **Radix Sort**: O(nk) (where k is the number of digits)
9. **Bucket Sort**: O(n + k) (where k is the number of buckets)
To minimize the number of transactions among a group of 5, follow these steps:
1. **Calculate Net Balances**: For each person, calculate their net balance (total amount owed minus total amount they owe).
2. **Identify Debtors and Creditors**: Separate the group into debtors (those who owe money) and creditors (those who are owed money).
3. **Settle Debts**:
- Pair the debtors with creditors.
- Settle the debts by transferring the minimum amount necessary to balance the debts.
- Repeat this process until all debts are settled.
4. **Optimize Transactions**: If possible, combine transactions. For example, if A owes B and B owes C, A can pay C directly instead of going through B.
5. **Final Transaction List**: Create a final list of transactions that shows who pays whom, ensuring that the total number of transactions is minimized.
This approach ensures that the number of transactions is reduced while
There are 192 coins of each kind: Rs.5, Rs.2, and Re.1.
144
3 = 432 2= 288 1= 144
The leak will empty the cistern in 32 hours.
The distance to the station is 1.5 km.
answer :
Let the distance which I walk to the station be x km Then Time needed to reach the station at 3 km/hr = (3x+602) hrs and
Time needed to reach the station at 4 km/hr = (4x+602) hrs But 3x+301=4x−301⇒3x−4x=−302=151
⇒124x−3x=151⇒12x=151⇒x=1512=54 km
They meet at 9 a.m.
9 am
They will take 10.71 days (or 10 days and 17 hours) to complete the work together.
75/8 days
1/15+1/25=8/75
75/8=93/8days
They will finish it together in 17.14 days.
Ravi do a work in 30 days
Prakash do a work in 40days
then both work together 1/30+1/40=70/1200
then solve values 120/7 is 17(1/7) days
(1/30)+(1/40)=7/120
=>120/7=17.14 days
In 17.14 days, both can together finish the work
The cost of fencing the park is ₹375.
1875
3750
The capital of Y is Rs. 3,000.
The total amount spent is Rs. 1,020.
Solution:
As given, we have,
The cost of one pen = 36 Rs.
So, the cost of 15 pens = 36 × 15 = 540 Rs.
The cost of one book = 45 Rs.
So, the cost of 12 books = 45 × 12 = 540 Rs.
The cost of one pencil = 8 Rs.
So, the cost of 10 pencils = 8 × 10 = 80 Rs.
Now,
the cost of each eraser is 40 Rs. less than the combined costs of pen and pencil.
So,
Combined costs of pen and pencil = 36 + 8 = 44 Rs.
Cost of one eraser = 44 - 40 = 4 Rs.
So, the cost of 5 erasers = 4 × 5 = 20 Rs.
Hence,
The total amount spent is
Hence, the total amount spent is 1180 Rs.
The ratio of their surface areas is 9:25.
9
9/25
The difference between Q and R's share is Rs.4800.
3000
A receives Rs. 4,200.
Answer: 4200
Explanation:
15:25 => 3:5
9600*10/100 = 960
9600 - 960 = 8640
8640*3/8 = 3240 + 960
= 4200
10% of 9600 is 960
Money left= 8640
Their proportions are A:B = 3:5
So A gets 3240 as it has 3 parts of share
So total money recieved by A is 3240+960 = 4200
18 years younger.
The area increases by approximately 2%.
2.01%
The ratio of the curved surfaces of the two cylinders is 1:2.