The total amount of carbon fixed into organic matter through photosynthesis (or chemosynthesis) in a given unit of time is known as Gross primary production.
<h3>What is Gross primary productivity?</h3>
Gross productivity generally is the rate of energy capture.
Net efficiency is lower: its net efficiency is balanced for the vitality utilized by the living beings in respiration/metabolism, so it reflects the sum of vitality put away as biomass.
The whole vitality settled by plants (autotrophs) in a community through photosynthesis is alluded to as net essential efficiency (GPP).
Since all the vitality settled by the plant is changed over into sugar, it is hypothetically conceivable to decide a plant’s vitality take-up by measuring the sum of sugar delivered.
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Answer:
Minimize is the correct answer for plato users
Explanation:
Answer:
$172.25
Explanation:
initial outlay for the project = -$350
cash flow years 1-5 = [($300 - $135 - $70) x (1 - 36%)] + $70 (depreciation expense) = $60.80 + $70 = $130.80
using an excel spreadsheet and the NPV function, we can calculate the project's NPV with an 8% discount rate:
=NPV(8%,130.80,130.80,130.80,130.80,130.80) - $350 = $522.25 - $350 = $172.25
we can also do it manually:
NPV = -$350 + $130.80/1.08 + $130.80/1.08² + $130.80/1.08³ + $130.80/1.08⁴ + $130.80/1.08⁵ = $172.25
Answer:
D. $4,902
Explanation:
Schickel Inc.
RELEVANT COST can be defined as the cost that are often said to be incurred only when making specific and important business decisions because this relevant cost is used to determine whether to sell or keep a business which is why relevant cost concept is useful for eliminating some information from a particular decision-making process.
Relevant cost=
New stocks of the material purchased for $6.45 per liter.
Relevant cost of 760 liters of the material to be used.
Hence;
= $6.45 per liter ×760 liters = $4,902
Therefore the relevant cost of the 760 liters of material B39U is $4,902
A) Payment = Loss - Deductible
because you always need to pay your deductible so you won't get this amount of money back
