Rationing is is the act of Limiting the amount of certain goods that civilians can buy. Rationing became common during the Second World War. Ration stamps were often used. These were redeemable stamps or coupons, and every family was issued a set number of each kind of stamp based on the size of the family, ages of children and income.
Answer:
Y=38.8
Y will increase by 38.8
Y=246+38.8
Y=284.8
Explanation:
Y=A. F(K, L)
Y=A. K^0.3, L^0.7
Then
Y=246
A=1
K=2000
N or L=100
Solutions
200=1(2000^0.3, 100^0.7)
Now the question says both k & N are increased by 0.20
Therefore
Y=1(2400^0.3, 120^0.7)
Y=1(10.3 + 28.5)
Y=38.8
Answer:
B) NDPFC + Indirect Taxes
Explanation:
Net domestic product (NDP) is obtained by subtracting depreciation from gross domestic product (GDP), and it can be calculated at market price (NDPmp) or at factor cost (NDPfc):
- NDPmp = GDPmp – depreciation
- NDPfc = GDPmp – depreciation – indirect taxes
If we substitute NDPfc into option B, we will get:
NDPmp = NDPfc + indirect taxes
NDPmp = (GDPmp - depreciation - indirect taxes) + indirect taxes
NDPmp = GDPmp - depreciation
Answer:
The answer for the Community template that the Community Cloud consultant should recommend is option c) Customers Account Portal
Explanation:
The Customer Account Portal template improves customer relationships and decreases service costs. The template provides features that make it easy for customers to see and pay invoices, update their account information, and search your knowledge base for answers.
The Customers Account Portal is the best option since Universal Containers (UC) is migrating from a legacy portal to a new Community and needs to stand up to the needs of the new Community immediately where users can ask questions and provide answers.
Answer:
Lower bound is $3024
Upper bound is $3862
Mean(U) = $3443
Sample (n) = 100
Explanation:
9.63 According to USA TODAY research, the average personal debt (such as loans on cars, credit cards, and so forth) per household in the United States was $17,989 in 2004 (USA TODAY October 4, 2004). A recent random sample of 75 households from New Hampshire yielded a mean personal debt of $16,450 with a standard deviation of $4650. Using the 2% significance level, can you conclude that the current nean personal debt for all households in New Hampshire is different from $17,989? Use both the p-value approach and the critical-value approach.
