An electronics company is planning to manufacture a new line of high-end noise reduction ear buds. Fixed costs will be $123,000 and it will cost $13 to produce each pair of ear buds. The ear buds will sell for $43 a pair. Using the equations for cost C and revenue R as given below where x represents the units of product, find the break-even point for producing the new ear buds. C(x)=fixed cost+(cost per unit produced)•x R(x)=(price per unit sold)•x What is the break-even point?
An electronics company is planning to manufacture a new line of high-end noise reduction ear buds. Fixed costs will be $123,000 and it will cost $13 to produce each pair of ear buds. The ear buds will sell for $43 a pair. Using the equations for cost C and revenue R as given below where x represents the units of product, find the break-even point for producing the new ear buds. C(x)=fixed cost+(cost per unit produced)•x R(x)=(price per unit sold)•x What is the break-even point?
Chapter4: Systems Of Linear Equations
Section4.3: Solve Mixture Applications With Systems Of Equations
Problem 4.59TI: The manufacturer of a weight training bench spends $15 to build each bench and sells them for $32....
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An electronics company is planning to manufacture a new line of high-end noise reduction ear buds. Fixed costs will be
$123,000 and it will cost $13 to produce each pair of ear buds. The ear buds will sell for $43 a pair. Using the equations for cost C and revenue R as given below where x represents the units of product, find the break-even point for producing the new ear buds.
C(x)=fixed cost+(cost per unit produced)•x
R(x)=(price per unit sold)•x
What is the break-even point?
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