A person is poverty-stricken if they are considered to be very poor. A higher standard of living is not a typical pattern of behavior for a poverty-stricken person.
<h3>Who is poverty-stricken poverty?</h3>
A poverty-stricken person suffers from the effects of extreme poverty: Some beggars are impoverished and homeless.
There are few jobs for farmers who have moved to cities from poverty-stricken areas in search of work.
It is characterized by excessive indulgence, low self-regulation, exploitation of others, and limited motivation and effort.
Therefore, Option C is the correct answer that is A higher standard of living is not a typical pattern of behavior for a poverty-stricken person.
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Answer:
Price of bond is = $ 1057
Explanation:
As we know that;
Price of bond = C * [1-(1+r)∧-n] / r + F / (1+r)∧n
where C = periodic coupon payment = 1000 * 6%= 60
F = Face value of bond = 1000
r = yield to maturity = 5% = 0.05
n = number of periods till maturity = 7 years
Putting values;
= 60 * [ 1- (1+ 0.05)∧-7 ]/ 0.05 + 1000 / (1+0.05)∧7
= 60 * (0.2893 / 0.05) + 710
= 60 * 5.786 + 710
= 347.16 +710
= 1057
Answer: $30
Explanation:
Given that,
Average variable cost (AVC) = $25
Average fixed cost (AFC) = $5
Marginal cost (MC) = $30
Average total cost (ATC) = Average fixed cost (AFC) + Average variable cost (AVC)
= $5 + $25
= $30
Therefore, average total cost is the sum of average fixed cost and average variable cost. Alternatively, average total cost is calculated by dividing total cost to units of output produced.
Protect them from electric shock
hope this helpss
Answer: 10% or $2,000,000
Explanation:
Seeing as no figures were produced, we will have to do this ourselves.
We will make assumptions which include the following,
Life of the equipment = 10 Years
Salvage value = 0
Those are our 2 assumptions.
In that case then,
The Annual Depreciation will be,
Depreciation = (Cost of equipment - Estimated salvage value) / Estimated useful life
= (20 - 0) / 10
= $2 million
Seeing as 2 million is,
= 2/20 * 100
= 10%
That would mean that annual depreciation costs at that facility will rise by $2 million or 10%.
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