For a company manufacturing iPADs the cost and revenue equations (in dollars) are given by C(x) = 400 + 80x, R(x) = 400x − x^2/30 where x is the weekly production output of iPADs. If production is increasing at a rate of 4 iPADs per week when 90 iPADs are produced, find the rate of increase in profit. 1. $1255 per week 2. $1257 per week 3. $1258 per week 4. $1256 per week 5. $1254 per week
For a company manufacturing iPADs the cost and revenue equations (in
dollars) are given by C(x) = 400 + 80x, R(x) = 400x − x^2/30 where x is the weekly production output of iPADs. If production is increasing at a rate of 4 iPADs per week when 90 iPADs are produced, find the rate of increase in profit.
1. $1255 per week
2. $1257 per week
3. $1258 per week
4. $1256 per week
5. $1254 per week
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The post For a company manufacturing iPADs the cost and revenue equations (in dollars) are given by C(x) = 400 + 80x, R(x) = 400x − x^2/30 where x is the weekly production output of iPADs. If production is increasing at a rate of 4 iPADs per week when 90 iPADs are produced, find the rate of increase in profit. 1. $1255 per week 2. $1257 per week 3. $1258 per week 4. $1256 per week 5. $1254 per week appeared first on Superb Professors.
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