No. of workers
$x$ $3$ $4$ $6$ $8$ $9$ $16$
No. of days
$y$ $96$ $72$ $48$ $36$ $32$ $18$
Hence find the number of days taken by $12$ workers to complete the work.

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Solution

According to the given table,

$12$ workers to complete the work

$12 \times y = 3 \times 96$

$4 \times y = 96$

$y = 24 d a y s$

Hence, this is the answer.

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Similar questions

No. of workers (x)	3	4	6	8	9	16
No. of days (y)	96	72	48	36	32	18

Draw graph for the data given in the table. Hence find the number of days taken by 12 workers to complete the work.

Q. Draw a graph for the data given in the table. Hence find the number of days taken by

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No. of works $x$	3	4	6	8	9	16
No. of days $y$	96	72	48	36	32	18

Q. A group of 48 workers can complete a piece of work in 11 days. But 48 workers worked on first day, 44 workers worked on second day, 40 workers worked on third day and so on. Unfortunately, on the 10th day, all the work got ruined. Then, find the time taken by the workers left on 10th day to complete the entire work.

A group of 48 workers can complete a piece of work in 11 days. But 48 workers worked on first day, 44 workers worked on second day, 40 workers worked on third day and so on. Unfortunately, on the 10th day, they had to restart the entire work . Then, find the time taken by the remaining workers to complete the entire work.

Q. The information about numbers of workers and number of days to complete a work is given in the following table. Complete the table.

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Days	6	9	12		36

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No. of workers $x$	$3$	$4$	$6$	$8$	$9$	$16$
No. of days $y$	$96$	$72$	$48$	$36$	$32$	$18$

No. of workersx3468916No. of daysy967248363218Hence find the number of days taken by 12 workers to complete the work.

According to the given table, 12 workers to complete the work 12×y=3×964×y=96y=24 daysHence, this is the answer.

No. of workers
$x$ $3$ $4$ $6$ $8$ $9$ $16$
No. of days
$y$ $96$ $72$ $48$ $36$ $32$ $18$
Hence find the number of days taken by $12$ workers to complete the work.

According to the given table,

$12$ workers to complete the work

$12 \times y = 3 \times 96$

$4 \times y = 96$

$y = 24 d a y s$

Hence, this is the answer.