Using the following random numbers, obtain a 2 % simple random sa… - Vidyadip

Question

Using the following random numbers, obtain a $2\%$ simple random sample with replacement from the population with $500$ units:
$1029, 2667, 9920, 3428, 0278, 1819, 3900, 0420, 1710, 2891, 5353, 6051, 0278, 1953, 1819.$

✓

Answer

Consider the first three digits of given numbers: $102, 266, 342, 27, 181, 390, 42, 171, 289, 27.$

Need a full question paper?

Generate a complete, print-ready paper with questions like this in minutes — across 16+ boards, with answer keys.

Start Generating Free

Explore more

More "3 Marks Each" from Sampling methods→Sampling methods — all question types→Statistics STD 11 Commerce question papers→Gujarat Board STD 11 Commerce question papers→Gujarat Board question paper generator→

Similar questions

For a gives $G.P$, if $a =10, r =0.1$ and $T _{ n }=0.01$; then find $n$ .

Present the following data in a table :
There are total $300$ students in standard $11$ and $12$ of a
school and $160$ of them are boys. There are total $140$
students in standard $11$ and $80$ of them are girls.

$15$ random numbers are as follows:
$62, 18, 09, 112, 85, 108, 75, 99, 29, 82, 30, 03, 36, 171, 203.$
Using these random numbers obtain a simple random sample of $5$ units without replacement from the population of $50$ units.

The sum of $10$ observation is $360$ and the sum of their squares is $14200$, find the coefficient of variance.

Find $f(-x)+f(x)$ for $f(x)=x+\frac{1}{x+1}$.

If $k: R \rightarrow R, k(x)=x^2+3 x-12$; then determine the type of the function $k$.

The mean of $50$ observations is $35.$ Later on, it was known that the value of one observation was taken as $50,$ which was wrong. Find the mean of remaining observations by excluding the wrong observation.

Calculate mean deviation and coefﬁcient of mean deviation of typing time from the following information of time (in minutes) taken to type a report by 32 typists.

There are $500$ fields growing sugar cane. To determine the average yield of sugar cane per acre. Obtain a simple random sample without replacement of $10$ fields using the following random numbers:
$0375, I51, 4155, 3531, 1610, 5357, 1749, 5697, 0988, 2717, 5518, 3167, 0137, 3283, 1862, 0711, 2162, 4308, 1915, 0600.$

Discuss the points for constructing continuous frequency distribution.