Answer:
Yeah, her argument will be good in Aceves. The further explanation is given below.
Explanation:
The promissory clause applies to just the requirement that although no attorney seems to be legal, a commitment is actionable. This happens whenever the Promiser already made that commitment to something like the Promisee who performs mostly on commitment.
- Aceves having operated throughout the specific situation mostly on the foundation of the Bank's commitment or withdrew its complaint. Therefore in this circumstance, the essential requirement that perhaps the promisee would have focused mostly on promiser is accomplished.
- Consecration of promise to pay estoppels is founded on either the ideals of equity as well as justice. The lender's action was unreasonable to Aceves and because of that, the premise would be effective on either the bank as to when the applicant was working on a pledge basis. Thus Aceves will be accurate in her argument.
Answer:
The annual interest rate is 156 percent
Explanation:
If 6.00 percent interest for a two-week period then annual interest rate =
rate for a two-week period * (52 weeks/ 2 weeks) = 0,06 * 26 = 1,56
1,56 * 100 = 156 percent for a year period
<u>Note</u>: One year have 52 weeks
Answer:
Wage year 4= $12222.19
Explanation:
Giving the following information:
Each additional year of education causes future wages to rise by 7 percent.
A person with 12 years of education makes $21 000 per year.
A person with 4 years of education=$?
We will use the present value formula to calculate the wage in year 0. Then with the final value formula calculate the year 4 wage.
PV= FV/[(1+r)^n]
FV=final value at t time
r= rate
n= period of time
PV= 21000/(1,07^12)= $9324. 2511
Final Value= PV*(1+r)^t
Final Value year 4= 9324.2511*(1,07^4)= $12222.19
Answer:
$4,292,699.99
Explanation:
Calculation to determine How much in new fixed assets are required to support this growth in sales
Full capacity sales = $800,000/0.95 = $842,105.26
Capital intensity ratio = $480,000/ $842,105.26 = 0.57000000
Fixed asset need = ($890,000 × 0.57000000) - $480,000 = $4,292,699.99
