5, 25, 100, 300, ?, 600

The median of the following data is 525. Find the values of x and y , if the total frequency is 100. Class i nterval 0-100 100-200 200-300 300-400 400-500 500-600 600-700 700-800 800-900 900-1000 Frequency 0 100 2 100 200 5 200 300 x 300 400 12 400 500 17 500 600 20 600 700 y 700 800 9 800 900 7 900 1000 4

The median of the following data is 525. Find the missing frequency, if it is given that there are 100 observations in the data: Class interval Frequency Class interval Frequency 0 100 2 500 600 20 100 200 5 600 700 f_2 200 300 f_1 700 800 9 300 400 12 800 900 7 400 500 17 900 1000 4

The median of the following data is 525. Find the values of x and y , if the total frequency is 100 Class interval Frequency 0 100 2 100 200 5 200 300 x 300 400 12 400 500 17 500 600 20 600 700 y 700 800 9 800 900 7 900 1000 4

The median of the following data is 525. Find the missing frequency, if it is given that there are 100 observations in the data: Class interval Frequency Class interval Frequency 0 100 2 500 600 20 100 200 5 600 700 f_2 200 300 f_1 700 800 9 300 400 12 800 900 7 400 500 17 900 1000 4

Prove the following: 103 xx 25 = (100 + 3) xx 25 = (100 xx 25) + (3 xx 25)

Statement-1: If A = (300)^( 600) , B =600!, C= (200)^(600) , then A gt B gt C . Statement-2: ((n)/(2) )^(n) gt n! gt ((n)/(3) )^(n) for n gt 6 .

If NAV of one unit is ₹25, then how many units will be allotted for the investment of ₹10,000? a) 100 b) 200 c) 300 d) 400

If 25% of x is 100, then x= (a) 100 (b) 200 (c) 300 (d) 400