Weekly wages of 250 worker in a factory are given in the following table. Construct the histogram and frequeney polygon on the same graph for the data given:
Weekly wage 500-550 550-600 600-650 650-700 700-750 750-800
No of worker 30 42 50 55 45 28

Open in App

Solution

So here the frequency table is obtained as follows-
Weekly wages $(in Rs.)$ No. of workers
$500 - 550$ $30$
$550 - 600$ $42$
$600 - 650$ $50$
$650 - 700$ $55$
$700 - 750$ $45$
$750 - 800$ $28$

Suggest Corrections

Similar questions

Q. Weekly wages of

250

workers in a factory are given in the following table. Construct the histogram and frequency polygon on the same graph for the data given.

Weekly wages	$500 - 550$	$550 - 600$	$600 - 650$	$650 - 700$	$700 - 750$	$750 - 800$
No of workers	$30$	$42$	$50$	$55$	$45$	$28$

The data of weekly wages of workers of a factory is given below.

Weekly Wages	Number of Workers
800 - 999	20
1000 - 1199	14
1200 - 1399	17
1400 - 1599	25
1600 - 1799	9
1800 - 1999	12

Convert the above table in the form of exclusive class intervals.

Q. The weekly wages of

120

workers in a factory are shown in the following frequency distribution table. Find the mean of the weekly wages.

Weekly wages (Rupees)	$0 - 2000$	$2000 - 4000$	$4000 - 6000$	$6000 - 8000$
No. of workers	$15$	$35$	$50$	$20$

Q. The weekly wages (in rupees) of 28 workers of a factory are given below:
668, 610, 642, 658, 668, 620, 719, 720, 700, 690, 710, 642, 672, 654, 692, 706, 718, 702, 704, 678, 615, 640, 680, 716, 705, 615, 636, 656.
Construct a frequency table with equal class intervals, taking the first of the class intervals as 610−630, where 630 is not included.

The weekly wages (in $R s .$ ) of $30$ workers in a factory are.

$830, 835, 890, 810, 835, 836, 869, 845, 898, 890, 820, 860, 832,$ $833, 855, 845, 804, 808, 812, 840, 885, 835, 835, 836,$ $878, 840, 868, 890, 806, 840$

Using tally marks make a frequency table with intervals as $800 - 810, 810 - 820$ and so on.

Join BYJU'S Learning Program

Weekly wage	500-550	550-600	600-650	650-700	700-750	750-800
No of worker	30	42	50	55	45	28

Weekly wages $(in Rs.)$	No. of workers
$500 - 550$	$30$
$550 - 600$	$42$
$600 - 650$	$50$
$650 - 700$	$55$
$700 - 750$	$45$
$750 - 800$	$28$

Weekly wages of 250 worker in a factory are given in the following table. Construct the histogram and frequeney polygon on the same graph for the data given:Weekly wage500-550550-600600-650650-700700-750750-800No of worker304250554528

So here the frequency table is obtained as follows-Weekly wages (in Rs.) No. of workers 500−550 30 550−600 42600−650 50 650−700 55 700−750 45 750−800 28

Weekly wages of 250 worker in a factory are given in the following table. Construct the histogram and frequeney polygon on the same graph for the data given:
Weekly wage 500-550 550-600 600-650 650-700 700-750 750-800
No of worker 30 42 50 55 45 28

So here the frequency table is obtained as follows-
Weekly wages $(in Rs.)$ No. of workers
$500 - 550$ $30$
$550 - 600$ $42$
$600 - 650$ $50$
$650 - 700$ $55$
$700 - 750$ $45$
$750 - 800$ $28$