Answer:
The correct answer is C
Explanation:
The insurance policy was purchased on Dec 1 worth $3,600, so on Dec 31, the entry to be recorded is as follows:
Insurance expense A/c............................Dr $300
Prepaid insurance A/c.........................Cr $300
When the asset is charged on to the expense account then the expense account of the insurance is debited against the account of the prepaid insurance.
Working Note:
Amount = Insurance amount / Number of months
= $3,600 / 12
=$300
Answer:
If the first rule is observed, the database is said to be in "first normal form." If the first three rules are observed, the database is considered to be in "third normal form." Although other levels of normalization are possible, third normal form is considered the highest level.
Answer: Statement that “There is no need to evaluate mutual fund investments because investment companies hire the best professional managers they can to manage their funds “ is FALSE
A mutual fund is a pool of stocks, bonds or other funds where an investor purchase his shares. He gets one to meet his investment goals so evaluating a mutual fund's performance is needed and must involve thorough research to lessen risk.
Professional fund managers do make mistakes, so it is a must that investors continually evaluate their mutual fund investments.
Hi there
Excess reserve balance is
1,000−1,000×0.1=900
Hope it helps
Answer:
The probability is 1.
Explanation:
Despite that the he distribution is positively skewed, the distribution of sample means of one-bedroom apartments will still be a a normal distribution based on Central Limit Theorem.
Since we have
μ = mean = 2200
SD = standard deviation = 250
n = sample size = 50
Therefore,
Standard error = SD ÷ √n
= 250 ÷ √50
= 250 ÷ 7.07106781186548
= 35.3553390593274 approximately 35.36
Standardize xbar to z = (xbar - μ) ÷ (SD ÷ √n)
Therefore, we have:
P(xbar > 1,950) = P(z > (1,950 - 2200) ÷ 35.36)
= P(z > - 250 ÷ 35.36)
= P(z > -7.07) = 1
Therefore, the probability of selecting a sample of 50 one bedroom apartments is 1 which can be said to be certain.
