Question
Which financial metric did the Government e-Marketplace
(GeM) exceed Rs 5 lakh crore in for the financial year 2024-25?Solution
The Government e-Marketplace (GeM) surpassed Rs 5 lakh crore in Gross Merchandise Value (GMV) on its portal for the financial year 2024-25. This milestone was achieved in less than 50 days after crossing the Rs 4 lakh crore mark on January 23, 2025, demonstrating the platform's rapid expansion as a primary tool for public procurement. GeM serves over 1.6 lakh government entities and has implemented significant policy reforms to enhance market accessibility, particularly benefiting Micro and Small Enterprises (MSEs), startups, and women-led businesses. As of February 13, 2025, more than 22 lakh sellers and service providers were registered on GeM, which was launched in August 2016 by the Ministry of Commerce and Industry.
- What is the average of the squares of the first 23 natural numbers?
If the average marks of the three batches 32, 45 and 54 student respectively is 50, 42 and 35, then find the approximate average mark of all the students?
- Given that the average of 21, 38, 62, 53, 35, and 'x' is 48, what is the value of 'xΒ²'?
The average of 75 percent of x and 48 percent of y is 90. What will be the average of 125 percent of x and 80 percent of y?
- 6 students βPβ, βQβ, βRβ, βSβ, βTβ and βUβ took part in a quiz competition. The average score of all 6 was 72 marks. The average sc...
A cricketer scored 240 runs in his first six matches of a tournament. Find the average runs the cricketer must score in the next four matches so that hi...
- The total number of students in class A is 112, and the ratio of girls to boys is 7:9. If the average number of boys in classes A and B is 162, and the ave...
A student has two types of markers: Marker A priced at $3 each and Marker B priced at $5 each. If the student purchases a total of 12 markers, with an a...
- The average of sixty numbers is 70 while the average of first thirty numbers and last thirty numbers is 75 and 85, respectively. Find the thirtieth term.
The average of 19 numbers is 15.The average of first 9 numbers are12 and that of the last 9 numbers are15. What will be the 19th number?