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Business Mathematics Entrance Tests: Practice Test 2 (Chapter 4)
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The breakeven point that represents level of output at which
In the function P(x) = 85x - (50x + 150000), the amount which indicates the increase in profit by every sold unit is
The purchase cost is 30,000 and the depreciation is 5,000 then the depreciation function is
The total revenue is $40,000 USD, the variable cost is $10,000 USD and the fixed cost is $40,000 USD then the profit or loss is
The revenue function is R(x) = 50x and the cost function is C(x) = 25x + 200000 then the break-even point(in units) is
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