We are given with the data: A = <span>$6,951.20 per semi-annum that is $13902.4 per annum, i equal to 1.75% compounded semi-annually, and asked for P or the present worth to maintain the withdrawal for 15 years.
the formula to be used is attached in the file (third one). substitute the i = 0.0175, n = 30, A = </span>$13902.4 and get P.
Answer:
A) Forecasting models
Explanation:
Forecasting models -
It is the method of making prediction of the future , based on the data of the present and the past , and by analyzing the trends .
For example , the estimation of some variable of interest at for some future date .
Uncertainty and risk are the center of the forecasting , it is a good practice , which indicates the degree of uncertainty to forecasts .
Hence , from the data of the question , the correct answer is Forecasting models .
Answer: option C ; convex to the origin
Explanation:
Indifference curves shows the indifference of a customer to a combination of goods. It shows that a customer can have some level of satisfaction from either good. The indifference curve slopes downwards from left to right because as there is an increase in consumption of one good, there is lower for other goods. The curve convex at the origin to show the marginality in consuming one good over another.
Answer:
The necessary adjusting entry would include a credit to the allowance account for $40080
Explanation:
Marigold Corp.'s Account Balances
At December 31, 2020
Accounts Receivable $917000 Debit
Allowance for Doubtful Accounts $1920 credit
Bad Debts $42000
Unadjusted Balance of Uncollectibles $ 1920
<u>Estimated Balances $ 42000</u>
<u>Required Adjustment $ 40080</u>
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The data tells that the Allowance for Doubtful Accounts has a credit balance of $1920 the required adjustment to the allowance for doubtful accounts is $ 40080. The required entry is
Bad debts Expense 40,080 Dr.
Allowance for Doubtful Accounts $40,080 credit
