Answer:
yield to maturity = 9.78%
Explanation:
yield to maturity = {coupon + [(face value - market value) / n]} / [(face value + market value) / n]]
YTM = {$50 + [($1,000 - $913) / 2]} / [(($1,000 + $913) / 2]] = $93.50 / $956.50 = 0.09775 = 9.78%
The yield to maturity represents the total rate of return that an investor should receive if he/she holds a bond until it matures.
Answer:
demographic and psychographic segmentation
Explanation:
Tiara's target market is based on age (demographic) and interests (psychographic)
Answer:
The journal entry would be:
Explanation:
Note: Options are missing so providing the journal entry.
The journal entry would be for recording the collection of the note is:
October 30
Cash A/c.........................Dr $10,150
Interest Revenue A/c.........Cr $150
Notes Receivable A/c.........Cr $10,000
On October 30, the amount is collected so the any increase in cash is debited. Therefore, cash account is debited. And it is collected against a notes Receivable of $10,000 so it leads to decrease in liability, it is credited. Therefore, the notes receivable is credited. And the interest revenue is credited.
Answer:
the current total contribution margin = 100 x 60% x ($80 - $20) = $3,600 per day
scenario 1: $10 discount
$3,600 = 100 x ?% x ($70 - $20)
$3,600 = $5,000 x ?%
$3,600 / $5,000 = ?%
occupancy rate = 72%
scenario 2: 10% discount
$3,600 = 100 x ?% x ($72 - $20)
$3,600 = $5,200 x ?%
$3,600 / $5,200 = ?%
occupancy rate = 69.23%
Answer:
$14,343.25
Explanation:
First city bank pays 8% simple interest in a savings account
Second city bank pays 8% interest compounded annually
$68,000 is deposited deposited in each of the bank
The first step is to calculate the simple interesr per year of first city bank
= principal × rate
= 68,000 × 8/100
= 68,000 × 0.08
= 5,440
The interest earned for the period of 8 years can be calculated as follows.
= 5,440 × 8
= 43,520
The balance at the end of 8 years can be calculated as follows
= 68,000 + 43,520
= 111,520
The next step is to calculate the future value of second city bank
= principal × (1+R)^n
= 68,000 × (1+8%)^8
= 68,000 × (1+0.08)^8
= 68,000 × 1.08^8
= 68,000 × 1.85093021
= 125,863.25
Therefore the amount of money earned from second city bank at the end of 8 years can be calculated as follows
= 125,863.25-111,520
= 14343.25
Hence the money that was earned from second city bank at the end of 8 years is $14,343.25
