Answer:
C) variable costs of $72,000 and $25,000 of fixed costs
Explanation:
To determine the flexible budget we must first calculate the variable costs of producing 8,000 units:
direct labor per unit = $40,000 / 5,000 units = $8 per unit
electric power per unit = $5,000 / 5,000 units = $1 per unit
total variable cost per unit = $8 + $1 = $9
Total variable costs for 8,000 units = 8,000 units x $9 per unit = $72,000
Total fixed costs = $25,000
If a client buys 1 XYZ Aug 50 put at 1, and deals 1 XYZ Aug 65 put at 10 when XYZ is at 58, the greatest potential gain is 900.
<h3>The Formula and Calculation of Time Value</h3>
The instructions below show that time value is derived by removing an option's intrinsic value from the option bonus. In other words, the time worth is what's left of the premium after calculating the profitability between the strike expense and the stock's price in the market.
The maximum gain on any distinction spread is the net credit. In this issue, $1,000 was received and $100 paid out, so the net recognition is $900.
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Answer: A, B, and C. ALL OF THE ABOVE!
Explanation:
They're all the correct answer.
Answer:
<em>(1) Specific information on why you want that job</em>
<em>(2) Your knowledge on that position</em>
<em>(3) Describe what you have to offer to the employer</em>
<em>(4) Your qualifications</em>
<em>(5) The position you're applying for</em>
Answer:
The average cost of operating the helpline per call at a volume of 25,300 calls in a month will be $18.10
Explanation:
The costs of operating the helpline are variable with respect to the number of calls in a month. At a volume of 25,000 calls in a month, the costs of operating the helpline total $452,500.
The average cost of operating the helpline per call = $452,500/25,000 = $18.10
At a volume of 25,300 calls in a month, The average cost of operating the helpline per call does not change but the total costs of operating the helpline increase because the costs of operating the helpline are variable.
Total costs of operating the helpline = $18.10 x 25,300 = $457,930
