Answer: account receivable
Explanation:
The forecast in sales growth will most likely affect growth of the account receivable. Accounts receivable refers to the amount that's due to a business for the goods or services that were delivered to.a customer but.habent been paid for. It's s current asset.
The sale growth forecast will have an effect on the account receivable. An increase in sales growth will ultimately lead to an increase in the accounts receivable which implies that there will be more customers buying on credit.
Answer:
1. <u>Apple</u>
Current year Days sales uncollected = Account receivables/Net sales * 365
= 15754 / 215639 * 365 = 27 days
= 16849 / 233715 * 365 = 26 days
<u>Google</u>
Current year Days sales uncollected = Account receivables/Net sales * 365
= 14137 / 90272 * 365 = 57 days
Prior years Days sales uncollected = Account receivables/Net sales * 365
= 11556 / 74989 * 365 = 56 days
2. Base on the computation above, Apple had more success collecting receivables.
Answer:
absolutely true they keeps increasing
Answer:
$556063.77 is the balloon payment in order to finish the loan in 8 years.
Explanation:
Firstly we will use the Present value formula annuity to find how much will we pay on a monthly basis for the 30 year mortgage loan so we are given :
Pv the present value of the mortgage is $1800000
i which is the interest rate 7.8%/12 as there will be monthly payments
is the number of payments which are 30 x 12 = 360 payments
then we substitute on the formula Pv= C[(1-(1+i)^-n) /i]
we are looking for C the monthly payments
$1800000= C[(1-(1+(7.8%/12))^-360)/(7.8%/12)] now divide by the coefficient of C both sides to solve for C
$1800000/[(1-(1+(7.8%/12))^-360)/(7.8%/12)] = C
$12957.66= C
now if the monthly payment is $12957.66 we will find how much we will pay in 8 years which will be $12957.66 x 12 x 8 = $1 243 936.23 now if this amount is covered for 8 years then the balloon payment is $1800000 - $1243936.23 = $ 556063.77 which is the remaining amount in present value terms, this is the balloon payment to finish the mortgage in 8 years.
I would say it is most likely financial fraud. Hope this helped :-)
