Which of the statements is/are correct about National Means-cum-Merit Scheme (NMMSS):
It is a centrally sponsored scheme to award scholarships to meritorious students of economically weaker sections to arrest their dropout at class VIII.
Ministry of Education recently started online registration for this Scheme for the year 2023-24.
The amount of scholarship is Rs. 12000/- per annum (Rs. 1000/- per month) per student.
It is a Centrally Sponsored Scheme launched in May, 2008.
The Ministry of Education recently started online registration for the National Merit cum Means Scholarship Scheme for the year 2023-24.
Objective: Award scholarships to meritorious students of economically weaker sections to arrest their dropout at class VIII and encourage them to continue the study at secondary stage.
The amount of scholarship is Rs. 12000/- per annum (Rs. 1000/- per month) per student.
3, 12, 48, 192, __________ find which of the following term is equal to 12288?
The median 0f the given data will be 32, 25,33,27, 35, 29, and 30
Find the mode for the given distribution.
(rounded off to two decimal places).
The mode and the mean of grouped data are 25 and 29.5 respectively. Find the median, correct to two places of decimal, using empirical relation.
Find the 5th term of the geometric progression whose first term is 128 and common multiple is 1/2.
In the data set given below, what is the product of the Median and the Mode?
{2.1, 5, 6, 7, 8, 9.3,11,15, 17, 19.21, 27, 31, 31, 33, 16.5, 14, 10}
‘479385A267’ is ten-digit number which is divisible by 9, what is the value of ‘A’?
The sum of the first 10 terms of an arithmetic sequence is 60 and the 10th term is 5. What is the first term of the sequence?
Matthew sells Chocolates in the packs of 6 chocolates, 12 chocolates, 18 chocolates and 24 chocolates etc, but the rate is necessarily uniform. One day ...
If the sum of n numbers in the GP 3, 6, 12, ... is 765 then n is?
