The statement in the question is : FALSE
<h3>What is a step-variable cost ?</h3>
A step variable cost is a type of cost that varies with the level of activity, but is incurred at discrete points and it involves large changes. Hence If the steps in a step-variable cost behavior pattern are large, the step variable cost function cannot be approximated by a variable cost function without loss in accuracy because the variable cost behavior pattern is directly proportional to the variable cost function.
Hence we can conclude that The statement in the question is : FALSE
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Answer:
$366,287.15
Explanation:
Annual salary = $32000
No. of years (n) = 30 years
Increment in salary = $600
Deposit rate = 10%
Interest rate (r) = 7% or 0.07
Growth rate (g) = Increment in salary \div annual salary
Growth rate = $600 \ $32000
Growth rate = 0.01875
First deposit = $32000 x 10% = $3200
Future worth = [First deposit \ (r - g)] x [(1 + r)n - (1 + g)n]
Future worth = [$3200 \ (0.07 - 0.01875)] x [(1 + 0.07)30 - (1 + 0.01875)30]
Future worth = [$3200 \ 0.05125] x [(1.07)30 - (1.01875)30]
Future worth = $62439.0243902 x [7.6122550423 - 1.7459373366]
Future worth = $62439.0243902 x 5.8663177057
Future worth = $366287.15
Hence, the future worth at retirement is $366,287.15
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Answer:
The stated annual interest rate offered by this account is 41.42%.
Explanation:
The stated annual interest rate, r on the saving account can be determined as follows :
Pv = - $1
n = 4 × 2= 8
pmt = $ 0
p/yr = 2
Fv = $4
r = ?
Using a financial calculator the nominal rate,r compounded semi-annual is 37.8414 %
Then use the financial calculator to convert norminal rate to annual rate as follows :
37.8414 % Shift NOM%
P/YR 2
Shift EFF% 41.4213 or 41.42%