180,000 euros per year
1 euro=$ 1.36
For each 1 euro they receive $ 1.36 so $1.36 will be given 180,000 times.
180,000•1.36= $244,800
Answer:
b. a unique real solution
Step-by-step explanation:
A quadratic equation ax² + bx + c = 0 ,
Has two distinct real roots,
If discriminant, 
Has two equal real roots,
If D = 0,
Has two imaginary roots or no real roots,
if D < 1,
Here. the given qudratic equation,
By comparing,
a = 4, b = 32, c = 64,
Hence, the equation has two equal real roots or a unique real solution.
i.e. OPTION 'b' is correct.
Answer:
yes it would
Step-by-step explanation:
Answer:
<u></u>
Explanation:
The figure contains a table with the monthly payment on a a $100 loan in function of the number of months (term in months) and the annual percent rates (8.00%, 10.00%, 12.00%, 14.00%).
You find the monthly payment on an $100 loan for the terms of the installment loan obtained by Corey Griffin, in the cell resulting from the intersection of the row for 18 months and the column for the rate of 8.00%. That is 5.91.
The meaning of that value is that it must repaid $5.91 monthly, per each $100 of loan.
Hence, for the $1,000, you compute the monthly payment in this way:
- Monthly payment = $1,000 × ( $5.91 / $100) = $59.10
Now, to find the finance charge, compute the total payments and subtract the amount of the loan:
- Total payments = 18 months × $59.10 / month = $1,063.80
- Finance charge = Total payments - loan amount = $1,063.80 - $1,000 = $63.80
Thus, the finance charge is <u>$63.80 (option A).</u>
Answer:
15
Step-by-step explanation:
