Answer:
E. systematic sample
Explanation:
Base on the scenario been described in the question, Paul Solomon the owner of Solly's, an upscale restaurant in Tampa, Florida, wants to know how good his advertising dollars is work, he hires Getty research to do this, Getty research advised to do a TOMA study, for Getty to draw it samples, they have to use systematic sampling.
Systematic sampling is a statistical method sampling that involves the selection of elements or members from a well ordered sampling frame.
Answer:
The cash balance reported on a balance sheet is the cash in your bank adjusted for payments and receipts that have not yet cleared. For example, writen but not cashed cheques, or recieved but not yet deposited cheques.
Explanation:
an occupation
your identity
work
Answer:
the answer is work
Firm 1 will be given a quota of 692.31 units, and Firm 2 will be given a quota of 307.69 units.
To determine how the government agency will divide the 1000 units of pollution between the two firms, we need to consider their marginal costs of pollution abatement and the constraint that their combined pollution cannot exceed 1000 units.
Let's solve for the optimal allocation using the given marginal cost functions:
1. Set up the optimization problem:
Maximize total pollution abatement subject to the constraint:
x₁ + x₂ ≤ 1000
2. Determine the marginal cost functions for each firm:
Firm 1's marginal cost of pollution abatement: c₁(x₁) = 6000.00 + 4.00x₁
Firm 2's marginal cost of pollution abatement: c₂(x₂) = 1500.00 + 8.00x₂
3. Formulate the objective function:
Maximize c₁(x₁) + c₂(x₂)
4. Solve the optimization problem using the given constraint:
Subject to x₁ + x₂ ≤ 1000
By substituting the marginal cost functions, the problem becomes:
Maximize (6000.00 + 4.00x₁) + (1500.00 + 8.00x₂)
Subject to x₁ + x₂ ≤ 1000
5. Solve the optimization problem to find the optimal allocation:
By solving the problem, we find that x₁ ≈ 692.31 and x₂ ≈ 307.69.
Therefore, the government agency will allocate a quota of approximately 692.31 units to Firm 1 and a quota of approximately 307.69 units to Firm 2 to ensure that the combined pollution does not exceed 1000 units.
The complete question is:
Two firms operate in a manufacturing industry that generates a significant amount of pollution. The local government has decided to crack down and limit the total amount of pollution to 1000 units. Each firm has a different cost of cleaning up its production process. Firm 1's marginal cost of pollution abatement is c₁(x₁) = 6000.00 +4.00 x₁ and firm 2's marginal cost of abatement is C₂(x₂) = 1500.00+ 8.00(x₂), where x₁ and x₂ are the amounts of pollution emitted by each firm. The two firms are constrained to produce no more than the 1000 units of pollution combined. 1st attempt See Hint
Suppose that a government agency is able to estimate the pollution abatement equations and set quotas for each firm. How will it divide up the 1000 units of pollution between the two? Give all answers to two decimals.
Firm 1 will be given a quota of____ units and firm 2 will be given a quota of ___units.
To know more about marginal costs, refer here:
brainly.com/question/30099644
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Answer:
C. Enjoy the small success you achieve
Explanation:
A sure way of boosting self-esteem is to be nice to once self. One should focus on their positive side by appreciating who they are and their success so far. Comparing oneself with others may not achieve the desired results.
Success brings satisfaction and joy to all of us. Focusing on the little success that one has will uplift their spirits and boost self-esteem.
Answer:
c
Explanation:
taking the test rn