Answer:
$118.83 per month that Zach must save.
Explanation:
This is a future value annuity as we know the cruise will cost $16500 in 4 years time as estimated by Zach for the cruise.
Fv is the future value for the annuity which is $16500
we also have i the interest rate which is 3.99% monthly
n is the number of periods in which the monthly amount is saved 4 x 12 =48
now we will substitute to the following formula and solve for C the monthly payments that Zach saves for the cruise:
Fv =C [((1+i)^n -1)/ i] now we substitute
$16500 = C[((1+3.99%)^48 -1)/3.99%)] then solve for C
$16500/[(1+3.99%)^48 -1)/3.99%] = C
C = $118.83 that Zach must save per month for 4 years to afford the cruise.
<span>1 candy cost 1
2 candies cost 1+.50=1.50 ( here D is not an integer, hence we cannot buy 2 candies . so we can reject all cases where D is non Integer)
3 candies cost 1.50 +1 =2.50
4 candies cost 2.50+.50= 3
5 candies cost 3+1= 4
6 candies cost 4+.50= 4.50
7 candies cost 4.50+1=5.50
8 candies cost 5.50.+.50= 6
9 candies cost 6+1= 7
.....
13 candies cost =10
(i) D is prime
D=3 and N=4 (N is even)
D=7 N=9 (N is odd )
not sufficient
(ii) D is not Divisible by 3
D=1 N=1
D=4 N =5
D=7 N=9
D=10 N=13
so we see if D is not divisible 3 then N is always odd.</span>
Answer:
A buyer in the ordinary course of business who purchased the goods from a merchant
Explanation:
In finance, perfected security interest is an interest in a property that prevents other party from having claims on it legally.
It should be noted that With regard to a prior perfected security interest in goods for which a financing statement has been filed, the parties is most likely to have a superior interest in the same collateral is buyer in the ordinary course of business who purchased the goods from a merchant.
C! service producing industries.
An invoice is a document given from the seller to the buyer stating the quantity of products bought, agreed prices and transactions made between the two parties. If the buyer bought the product in June 10 and decides to pay on the 19th, only 9 days have passed since the date of purchase. This is inclusive of the agreement written that 2% discount is given if paid not more than 10 days. Therefore, the check should be
($5,000)(1-.0.02) = $4900
