Answer:
We can conclude that tuition rates at the local community college are rising faster than overall inflation.
This is because from 2015 to 2016, the overall price level rose 10%, from 200 to 2020 (20 is the 10% of 200), while tuition rates rose 15% in the same period, from $100 to $115 (15 is obviously the 15% of 100).
Answer: $2,398.55
Explanation:
The deposit at the end of year one would have been compounded by 2 years at the end of year 3. The second year deposit would have compounded by 1 year and the third year deposit would not have compounded at all.
The future value at the end of 3 years is;
= (500 * ( 1 + 11%)²) + (750 * ( 1 + 11%)) + 950
= $2,398.55
<em>The question might not be the exact same but you can use this as a reference. </em>
Answer: $7,740
Explanation:
Given, At December 31, Accounts receivable = $238,000
Allowance for uncollectible accounts = 3% of (accounts receivable)
∴ Allowance for uncollectible accounts = 3% of ($238,000 )
=$(0.03 ×238,000) [3% = 0.03]
= $ (7140)
= $7,140
Allowance for uncollectible accounts (credit) before any adjustments= $600
The amount of the adjustment for uncollectible accounts = Allowance for uncollectible accounts + $600
= $7,140 + $600
= $7,740
Hence, The amount of the adjustment for uncollectible accounts would be: <u>$7,740.</u>
Answer:
C. Financial risk ratios
Explanation:
Financial risk ratios are calculated to measure the financial risk of the company. It measure the financial capability of an entity. For lending purpose the lender has to ensure that is the borrower able to repay the borrowed amount and interest on it. The lender need to estimate the capability of the borrower for payment of loan back. These ratio care Debt to capital ratio, Coverage ratio etc.
Answer:
Consider the following calculations
Explanation:
a) If the weight of risky portfolio is 'y' then weight of T-bill would be (1-y).
Expected return on clients portfolio = weight of risky portfolio x return on risky portfolio + weight of T-bill x return on T-bill
or, 15% = y x 17% + (1 - y) x 7%
or, y = 0.8
weight of risky portfolio = 0.8, weight of T-bill = 0.2
b)
Security Investment Proportions
T-bill 20% (from part a)
Stock A 80% x 0.27 = 21.6%
Stock B 80% x 0.33 = 26.4%
Stock C 80% x 0.40 = 32%
Total 100%
