Run classes 0–15,15–30,30–45,45–60,60–75,75–90 have frequencies 5,7,4,8,8,3. Find the lower limit of the median class.
Correct!
The answer is C, 45.
Lakshyank has 86 Statistics questions for CBSE X. Try a few below, then practise the rest free.
Run classes 0–15,15–30,30–45,45–60,60–75,75–90 have frequencies 5,7,4,8,8,3. Find the lower limit of the median class.
Correct!
The answer is C, 45.
Heights(cm) classes120–130,130–140,140–150,150–160,160–170 have frequencies2,8,12,20,8. Estimate the median.
Correct!
The answer is D, 151.5 cm.
Less-than cumulative frequencies for marks below 10,20,30,40,50,60 are 3,12,27,57,75,80. Find the modal class.
Correct!
The answer is C, 30–40.
Daily-wage classes (₹) 100–120,120–140,140–160,160–180,180–200,200–220,220–240 have frequencies 10,15,20,22,18,12,13. Estimate the grouped modal wage, to two decimals.
Correct!
The answer is B, ₹166.67.
Less-than cumulative student-weight frequencies are below 38 kg:0, below 40:3, below 42:5, below 44:9, below 46:14, below 48:28, below 50:32, below 52:35. Find the modal class.
Correct!
The answer is C, 46–48 kg.
Classes 0–10,10–20,20–30,30–40,40–50,50–60,60–70,70–80 have frequencies 5,8,7,12,28,20,10,10. Estimate the mode to two decimals.
Correct!
The answer is C, 46.67.
Height classes 120–130,130–140,140–150,150–160,160–170 cm have frequencies 2,8,12,20,8. Estimate the median height.
Correct!
The answer is B, 151.50 cm.
Using the empirical relation, mean:median=9:8. Find median:mode.
Correct!
The answer is A, 4:3.
Practise all 86 Statistics questions
Sign up free to practise