Answer: He could borrow from one of the following options:
(a) $18,605
(b) $11,428
(d) $20,000
Explanation:
If Owen borrows $18,605
Bank interest rate = 7.1% of $18,605
=7.1/100 ×$18,605
=$1, 320.955
Owen's debt at his bank=
$18,605+$1,320.9555 =
$19,925.955
When Owen receives the trust fund of $25,000, he can pay his debt and still has $5,074.045 with him.
If Owen borrows $11,428
Bank interest rate = 7.1% × $11,428
=$811. 388
Owen's debt at his bank=
$811.388+$11,428 =
$12,239.388
When Owen receives the trust fund of $25,000, he can pay his debt and still has $12,760.612 left with him.
If Owen borrows $20,000
Bank interest rate =7.1% of $20,000
=7.1/100 ×$20,000
=$1, 420
Owen's debt at his bank=
$20,000 + $1,420 = $21,420
When Owen receives the trust fund of $25,000, he can pay his debt at his bank and still has $3,580 left with him.
Answer:
e. I, II, III, and IV
Explanation:
I. Sell the inventory and use the cash raised to apply to the debt
II. Sell the store fixtures and use the cash raised to apply to the debt
III. Take funds from Maria‘s personal account at the bank to pay the store‘s debt
IV. Sell any assets Maria personally owns and apply the proceeds to the store‘s debt
Answer:
MR = 10 – 1q1.
Explanation:
Demand function, P = 20 – 0.5Q
Q = q1 + q2
Now insert Q in the P = 20 – 0.5Q.
P = 20 – 0.5 (q1 + q2)
We have the value of q2 = 20.
P = 20 – 0.5 (q1 + q2)
P = 20 – 0.5 (q1 + 20)
P = 20 – 0.5q1 – 10
P = 10 – 0.5q1
Total revenue of firm 1, TR = Pq1
TR = 10q1 – (0.5q1)^2
Now MR is the differentiation of TR. So the MR after differentiation if TR of firm 1 is:
MR = 10 – 1q1
Her decision is known as a "satisfice" decision
