Machine A can produce 6 items per hour and machine B can produce 11 items per hours. If machine A works for x hours and B works for y hours in a day and both the machines produce at the most 200 items in a day, then frame an inequation to support the above data.

Machine X can pack 30 articles per hour and machine Y can pack 35 articles per hour. MachineX works for x hours per day and machine Y works for y hours per day and both the machinespack at least 2500 articles in a day.Frame an inequation to represent the above data.

Machine X can pack 30 articles per hour and machine Y can pack 35 articles per hour. Machine X works for x hours per day and machine Y works for y hours per day and both the machines pack at least 2500 articles in a day. Frame and inequation to represent the above data.

Person A can assemble 10 machines per hour and Person B can assemble 15 machines per hour. Person A works for x hours per day and Person B works for y hours per day and both the persons together can assemble at the most 200 machines in a day. Frame one inequation to represent the above data

Shiva can type x words per hour while Sreevias can type y words per hour. Shiva works for 5 hours per day and Sreenvias works for 7 hours per day. If both can type at least 700 words in a day, then frame an inequation to support the above data.

A manufacture produces nuts and bolts for industrial machinery. It takes 1 hour of work on machine A and 3 hours on machine B to produce a package of nuts while it takes 3 hours on machine A and 1 hour on machine B to produce a package of bolts. If he operates his machines for at most 12 hours then formulate the given data in the form of inequations and show graphically the region representing the solution of these inequations.

A earns Rs 80 per hour and works for 8 hours a day. B earns Rs 60 per hour and works for 6 hours a day . What is the ratio of per day wages of A and B ?

A earns Rs. 80 per hour and work for 8 hours a day. B. earns Rs. 60 per hour and works for 6 hours a day. What is the ratio of per day wages of a and B?