Answer:
What is the steady-state value of the capital-labor ratio, k?
k = 16
Explanation:
Suppose that an economy has the per-worker production function given as follows:
yt = 5kt^0.5
where y = output per worker
k = capital per worker
k = sy - (n+d)×k
0 = s(5k^0.5) - (0.10+0.15)×k
0 = 0.20(5k^0.5) - 0.25k
0.25k = k^0.5
k^0.5 = 1/0.25
k^0.5 = 4
k^1/2 = 4
Taking square of both of the sides:
(k^1/2)² = (4)²
k = 16
$250,000
$1,458 x 12
Months = 17,496
17,496/0.07
=$249,942
Answer:
52%
Explanation:
(3800-2500)÷2500×100 = 52% as your growth rate
A ‘con’ maybe? only thing i can think of