The modern economy has influenced a change in the image of the evolution of gender roles throughout the world.
<h3>What are gender roles?</h3>
Gender roles is a term that refers to the distribution of work and social roles according to a person's gender. In ancient times, men had different roles than women and this idea was transmitted generationally until modernity.
In modernity with the arrival of a new economic system, the roles of women were more similar to those of men because those paradigms that women were less capable than men were overcome.
Nowadays, the roles of women and men are equal in many aspects, so women can play any social role they want regardless of their gender.
Learn more about social roles in: brainly.com/question/1008076
Answer:
The EOQ is 642
The reorder point is 2,699
Explanation:
In order to calculate the EOQ we would have to calculate the following formila:
EOQ=√2DS/H
According to the given data we have the following:
D = 55,000
S = 21
H=40%*purchase cost
H=0.4*14 = 5.6
Therefore, EOQ=√(2*55,000*21)/5.6
EOQ=642
To calculate the reorder point If a service level of 98% is desired during the reorder interval, we would have to use the following formula:
reorder point=dL+z√σ∧2dL+σ∧2Ld∧2
reorder point=(7*205.22)+√(2.05*√(5∧2*7)+(3∧2*205.22∧2)
reorder point=2,699
Answer:
Accounting rate of return is 10%
Explanation:
Given data
new machine = $48,000
sales = $16,000
time = 10 year
depreciation = $4,000 / year
factory overhead = $8,000 + depreciation $4,000
net income = $2400
tax rate = 40%
to find out
accounting rate of return for the machine
solution
we know that
Accounting rate of return = after tax net income / average investment
so here we know net income after tax = $2400
so we find investment first
Average investment = (Initial investment) / 2
Average investment = 48000 / 2 = $24000
so
Accounting rate of return = after tax net income / average investment
Accounting rate of return = 2400 / 24000 = 0.1 = 10%
Accounting rate of return is 10%
Answer:
Below:
Explanation:
It's called "Communication".
Hope it helps..... Bro/Sis
It's Muska... :)
Answer:
$207.06 million
Explanation:
First and foremost, it should be borne in mind that the price of a zero-coupon bond is the present value of its face value since the bond does not pay any coupons over its tenor as shown thus:
PV of bonds=FV/(1+i)^n
PV of bonds=amount required=$111 million
FV=face value=the unknown
i=semiannual yield = 4.2%/2=2.1%
n=number of semiannual periods in 15 years=15*2=30
$111=FV/(1+2.1%)^30
FV=$111*(1+2.1%)^30
FV=$207.06 million
