Answer:
This question is incomplete however as per our research the question should be
<em>You have been offered a job with an unusual bonus structure. As long as you stay with the firm, you will get an extra $70,000 every seven years, starting seven years from now.
</em>
<em>
What is the present value of this incentive if you plan to work for the company for 42 years and the interest rate is 6.0%(EAR)?
</em>
<em>The </em><em>detail answer</em><em> with calculation is given below.</em>
Explanation:
Present value is the discounted value of the future value. Time Value of money theory states that the value of the money increases as time passes. This current value is known as the present value.
The present value of this incentive if you plan to work for the company for 42 years is 126,964.34 $. (W-1)
(W-1)
Year- time Discount Factor* Net present value Calculation
**
7 0.6651 46,554.00
14 0.4423 30,961.07
21 0.2942 20,590.88
28 0.1956 13,694.11
35 0.1301 9,107.37
42 0.0865 6,056.92
126,964.34
*DF=(1+i)^t
**PV= DF*70000
where i=6% i.e interest rate
The maximal velocity v(max) is obtained when approximately all of the enzyme is in the ES form and when it is dependent upon kcat as this parameter measures the efficiency of the slowest step of the enzyme after ES formation.
Maximal velocity V(max) does depend on the enzyme concentration though all the enzymes are catalysts, because it is just a rate, as mol/sec more enzyme will convert more substrate moles into product.
Here V(max) is equal to the product of the catalyst rate constant (kcat) and the concentration of the enzyme. Kcat is the first-order rate constant which determines the reaction rate when the the enzyme is fully occupied at a saturating concentration of the substrate.
Hence, the answer is given and explained above.
To learn more about enzymes here:
brainly.com/question/17320375
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<span>First multiply $2,700 times four quarters times four years to get a total of $43,200 needed. Then, work backwards by quarter to subtract the interest for 17 quarters: {$43,200 -($43,200 times 0.0067)} repeated 17 times. The final answer is $38,279.52 needed to invest right now.</span>
Answer:
The right solution is Option a (-$6,678).
Explanation:
Given that:
Up-front cost,
= $250,000
Expected cash flows,
= $110,000
Assuming cost of capital,
= 12%
Now,
The expected net present value will be:
= 
= 
= 
($)
