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Vikentia [17]
3 years ago
11

Bob has been training with you for three months. He has lost 15 pounds (7 kg) and has changed his eating habits. A new position

with his company is going to require him to travel around the country almost every week. In terms to eating healthy in restaurants, what information would be most beneficial to him
Business
1 answer:
Musya8 [376]3 years ago
8 0

Answer: Select smaller portions, order grilled items vs. fried, and limit sauces

Exercise often

Explanation:

Dieting asides it involving food has great discipline that is most important. In as much as an individual stops some meal or limit taking some, he needs to be consistent in the decision to stick by appying discipline in eating irrespective of their location, with the goal that was in the mind when the process began. Bob would have to continue with the same routine of food that made him loose weight and what I'll recommend for him would be Select smaller portions, order grilled items vs. fried, and limit sauces. Then, exercise often.

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The total cost function for a product is C(x) = 850 ln(x + 10) + 1700 where x is the number of units produced. (a) Find the tota
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Answer:

a. $6,245.04

b. 9,605 units

Explanation:

(a) Find the total cost of producing 200 units. (Round your answer to the nearest cent.)

Given C(x) = 850 ln(x + 10) + 1700 ............................... (1)

Since x = 200 units, we substitute it into equation (1) solve as follows:

C(200) = 850 ln(200 + 10) + 1700

            = 850 ln(210) + 1700

            = 850(5.34710753071747) + 1700

            = 4,545.04140110985 + 1700

C(200) = $6,245.04

Therefore, the total cost of producing 200 units is $6,245.04.

(b) Producing how many units will give total costs of $9500? (Round your answer to the nearest whole number.) units

To do this, we simple equate equation (1) to $9500 and solve for x as follows:

850 ln(x + 10) + 1700 = 9500

850lnx + In10 = 9500 - 1700

850lnx + 2.30 = 7,800

850lnx = 7,800 - 2.30

850lnx = 7,797.70

lnx = 7,797.70 ÷ 850

lnx = 9.17

x = e^9.17

x = 9,605

Therefore, 9,605 units will give total costs of $9500.

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d. tyler says his profit is $34,100, and greg says he lost $6,500.

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