Answer: just get your parents to double check it and fix your spelling errors etc and turn in your final draft
Explanation:
Answer:
They should not be able to successfully negotiate the terms of this loan within these parameters.
Explanation:
It has been provided that RT earns 12% on his current investments and would not like to receive an interest rate of less than 12% on the loan he gives.
if RT gives a loan of $10,000 for one year, he would charge an interest rate of minimum 12%.
Interest = $10,000*0.12
= $1,200
RT requires $1,200 in interest.
It has been provided that Cynthia earns 8% on her investment.
If she borrows $10,000 and invests the amount for one year, she can earn 8% return on such amount.
Earning = $10,000*0.08
= $800
Cynthia is going to earn $800
RT requires a minimum of $1,200 as interest for 1-year loan he gives while Cynthia can pay a maximum of $10,000 as interest for 1-year loan she takes. there is mismatch between the minimum expectation to receive of lender and the maximum expectation to pay of borrower.
Therefore, They should not be able to successfully negotiate the terms of this loan within these parameters.
Answer:
$3,180
Explanation:
Monthly salary would be the base salary = $2500
Since he would earn 2% of all orders, calculate the dollar value of the commission when total orders amount to $34000;
Commission = 2% *34000 = $680
His total pay would be calculated by adding the base salary to the commission amount;
Total pay = base salary + commission
Total pay = $2500 + $680
Total pay = $3,180
Answer:
29,200 units
Explanation:
The computation of new break even point is given below:-
= Fixed Cost ÷ Contribution per unit
Fixed cost
= $625,000 + $105,000
= $730,000
Variable cost per unit = 50% of selling price
= $25
So, the break even point = $730,000 ÷ 25
= 29,200 units
Therefore for calculating the break even point we simply divide the $730,000 from 25 per unit variable cost.
Answer:
Explanation:
Monthly interest = 6 / 12 = .005
principal amount a₀ = 30000
an denote the amount owed at the end of the month
amount owed at the end of one month
a₁= 1.005 x a₀ - 600
amount owed at the end of 2 nd month
a₂= 1.005 x a₁ - 600
amount owed at the end of nth month
an = 1.005x an-1 - 600 for n ≥ 1
