Bananas Calculation: Total Dozens Eaten
To determine the number of dozens Ram eats, we first sum the total bananas consumed daily.
- Morning: 7 bananas
- Afternoon: 8 bananas
- Evening: 3 bananas
Step 1: Calculate Total Bananas
The total number of bananas eaten is the sum of bananas from each part of the day:
Ram eats 18 bananas in total each day.
Step 2: Convert Total Bananas to Dozens
Since 1 dozen equals 12 bananas, we divide the total number of bananas by 12 to find the quantity in dozens.
Number of Dozens =
Simplifying this fraction gives:
Therefore, Ram eats dozens of bananas daily.
Similar Questions
- How will you write 4.17 hours in hours minutes and seconds?
- An orchard has 5776 trees and the arrangement of trees is such that there are as many rows as there are trees in a row. Then the number of rows is:
- The square root of $5\frac{44}{49}$ is:
- Two children A and B have some toffees. If A has 8 toffees, and B has one toffee more than 50% of the total toffees with them, then how many toffees does B have?
Important Questions from Quick Math
A is 120% of B and B is 65% of C. If the sum of A, B and C is 121.5, then the value of C - 2B + A is:
- A college hostel mess has provisions for 25 days for 350 boys. At the end of 10 days, when some boys were shifted to another hostel, it was found that now the provisions will last for 21 more days. How may boys were shifted to another hostel?
- Some students (only boys and girls) from different schools appeared for an Olympiad exam. 20% of the boys and 15% of the girls failed the exam. The number of boys who passed the exam was 70 more than that of the girls who passed the exam. A total of 90 students failed. Find the number of students that appeared for the exam.
The price of an item is reduced by 20%. As a result, customers can get 2 kg more of it for ₹360. Find the original price (in ₹) per kg of the item.
A tyre has 3 punctures. The first puncture alone would have made the tyre flat in 9 minutes, the second alone would have done it in 18 minutes, the third alone would have done it in 6 minutes. If the air leaks out at a constant rate, then how long (in minutes) does it take for all the punctures together to make it flat?
