Answer:
Price of One Bush is $ 23
Explanation:
Suppose
bushes = B
trees = T
According to given condition:
13B + 4T = 487 (Eq: 1)
6B + 2T = 232 (Eq: 2)
Multiplying (Eq: 2) by 2
12B + 4T = 464 (Eq: 3)
Substractign (Eq: 3) from (Eq: 1)
13B + 4T - (12B + 4T) = 487 - 464
13B + 4T - 12B - 4T = 23
B = 23
By putting value of B in (Eq: 1)
(13 x 23) + 4T = 487
299 + 4T = 487
4T = 487 - 299
4T = 188
T = 188 / 4
T = 47
Price of One Bush = B = 23
Answer:
nope as long as I remember
Answer:
Firms may be inclined to keep their workers’ wages above the equilibrium level.
Explanation:
The efficiency wage theory states that if an employer increases the wage of his/her employees, they will be motivated and their productivity will increase. The increase in productivity should offset the increased labor costs. So the costs of higher wages should be recouped through increased productivity. Higher wages also reduce worker turnover, reducing hiring and training costs.
A product line is a group of related products produced by one manufacturer they use product lines to gauge trend a find out which markets to target they use whatever is being sold the most and go from there
Answer:
$67.1 million
Explanation:
Given that,
Projected benefit obligation at the beginning of 2021 = $51 million
Service cost = $18 million
Retiree benefits = $7 million
Projected benefit obligation at December 31, 2021:
= Beginning of 2021 + Service cost + Interest cost - Retiree benefits
= $51 million + $18 million + (10% × $51 million) - $7 million
= $51 million + $18 million + $5.1 million - $7 million
= $67.1 million
