A worker is paid \[Rs.1000\] to complete a piece of work. He gets \[Rs.200\] as daily wage. He worked for __________ days.

The daily wage of a worker is \[Rs.450\]. How much does he gets paid for working for \[30\] days?

Two mechanics A and B work on a project for 10 days. Their daily wages are given below : 

• Daily wage of \[A = Rs.100\]
• Daily wage of \[B = Rs.150\]

What will be sum of their combined wages?

The average wage of \[500\] workers was found to be \[Rs.200\]. Later on, it was discovered that the wages of two workers were misread as \[180\] and \[20\] instead of \[80\] and \[220\]. The correct average wage is :

A, B and C together earn Rs.150 per day while A and C together earn Rs.94 and B and C together earn Rs.76. The daily earning of ‘C’ is

A can do a work in \[12\] days while B can do it in \[15\] days. They undertake to complete it together for \[Rs. 450\]. what will be the share of A in this amount of money?

A certain number of men can complete a job in \[30\] days. If there were \[5\] men more, it could be completed in \[10\] days less. How many men were in the beginning?

A work could be completed in \[100\] days by some workers. However, due to the absence of \[10\] workers, it was completed in \[110\] days. The original number of workers was :

A labour was appointed by a contractor on the condition that he would be paid \[Rs.75\] for each day of his work but would be fined at the rate of \[Rs.15\] per day for his absence, apart from losing his wages, After \[Rs.20\] days, the contractor paid the labour \[Rs.1140\]. The number of days the labourer abstained from work was

Two men undertake a job for \[Rs.960\]. They can complete it in \[16\] days and \[24\] days respectively. They work along with a third man and take \[8\] days to complete it. Then the share of the third man should be

If \[5\] men or \[7\] women can earn \[Rs.5,250\] per day, how much would \[7\] men and \[13\] women earn per day ?

A daily-wage labourer was engaged for a certain number of days for \[Rs.5,750\]; but being absent on some of those days he was paid only \[Rs.5,000\]. What was his maximum possible daily wage?

A, B and C completed a work costing \[Rs.1,800\]. A worked for \[6\] days, B for \[4\] days and C for \[9\] days. If their daily wages are in the ratio of \[5 : 6 : 4\], how much amount will be received by A?

A can do a piece of work in \[12\] days while B alone can do it in \[15\] days. With the help of C they can finish it in \[5\] days. If they are paid \[Rs.960\] for the whole work how much money A gets ?

A sum of money is sufficient to pay A’s wages for \[21\] days and B’s wages for \[28\] days. The same money is sufficient to pay the wages of both for :

A, B and C can work together for \[Rs. 550\]. A and B together are to do \[\frac{7}{11}\] of the work. The share of C should be

A, B and C are employed to do a piece of work for \[Rs.575\]. A and C are supposed to finish \[\frac{9}{23}\] of the work together. Amount shall be paid to B is

If there is a reduction in the number of workers in a factory in the ratio \[15 : 11\] and an increment in their wages in the ratio \[22 : 25\], then the ratio by which the total wages of the workers should be decreased is

A certain factory employed \[600\] men and \[400\] women and the average wage was \[Rs.2.55\] per day. If a women got \[50\] paise less than a man, the daily wage of a women is