A company manufactures cassettes and its cost equation for a week is ( C = 300 + 1.5 x ), while its revenue equation is (R= 2x ) , where x is the number of cassettes sold. How many cassettes must be sold by the company to get some profit?
We know that,
Profit = revenue-cost
It is given that ​cost equation for a week is ( C = 300 + 1.5 x ), while its revenue equation is (R= 2x ),
Now
SO he should sold more than 600 cassettes.
Profit = revenue-cost
It is given that ​cost equation for a week is ( C = 300 + 1.5 x ), while its revenue equation is (R= 2x ),
Now
SO he should sold more than 600 cassettes.