Answer:
(a) 72
(b) 57.6
(c) 46.08
Explanation:
Given that,
Units produced = 1
Marginal Labor Time = 112.50
Units produced = 2
Marginal Labor Time = 90.00
First, we need to calculate the learning rate.
Learning Rate:
= (Marginal labor time for producing 2 units ÷ Marginal labor time for producing 1 units) × 100
= (90 ÷ 112.50) × 100
= 80%
At production level of 1 unit:
Marginal Labor time = 112.5
At production level of 2 units:
Marginal Labor time:
= Marginal Labor time at 1 unit × Learning rate
= 112.5 × 80%
= 90
(a) At production level of 4 units:
Marginal Labor time:
= Marginal Labor time at 2 units × Learning rate
= 90 × 80%
= 72
(b) At production level of 8 units:
Marginal Labor time:
= Marginal Labor time at 4 units × Learning rate
= 72 × 80%
= 57.6
(c) At production level of 16 units:
Marginal Labor time:
= Marginal Labor time at 8 units × Learning rate
= 57.6 × 80%
= 46.08
The aggregate demand curve shifts to the right
Answer:
Option B, Causal ambiguity
Explanation:
Causal ambiguity defines the situation where there is lack of understanding of cause-and-effect interactions between resources and competitive advantage. This is the case with the Ardent having a competitive advantage over Gamma. It relates the ambiguity between resources and performance of available resources.
Option B is correct
Neudjsbqjaisinfhsu sorry need points
