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sweet-ann [11.9K]
4 years ago
8

Jasmine Company sold $1,000,000 of 6%, 10-year bonds at 97 on January 1, 2020. The bonds were dated January 1, 2020 and pay inte

rest on June 30 and December 31. Jasmine paid $50,000 in bond issue costs. If Jasmine uses the straight-line amortization, the amount of interest expense for year 2020 would be:__________.
Business
1 answer:
Snowcat [4.5K]4 years ago
5 0

Answer:

$62,445

Explanation:

Discount on bond payable = ($1,000,000 / 100) x (100-97) = 30,000

Number of period = 2 x 10 = 20

Discount amortized every period = 30,000 / 20 = $1,500

Interest Expense on June 30 = (1,000,000 x 6%/2) + 1500 = $31,500

Principal Payment = $50,000 - $31,500 = $18,500

Outstanding bonds = 1,000,000 - $18,500 = $981,500

Interest Expense on December 31 = ($981,500 x 6%/2) + 1500 = $30,945

Total Interest Expense in 2020 = $31,500 + $30,945 = $62,445

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4 0
3 years ago
Angelo invested $4,000 into two accounts. One account paid 4% interest and the other paid 9% interest. He earns 6% interest on t
inn [45]

Answer:

$2,400 was placed in the account earning 4%, and $1,600 was placed in the account earning 9%

Explanation:

In this case, we have two unknowns, so in order to be solved, we need to find two equations.

We know that amount 1, that we call x, plus amount 2, we call y, is 4000.  

<em>x + y = 4000</em>

Also we know, when we add the interest earned on amount 1 to the interest earned on amount 2, the total interest is 6% of 4000, it means: 240

<em>0.04x+0.09y=240</em>

So, we have two equations with two unknowns

<em>x + y = 4000</em>

<em>0.04x+0.09y=240</em>

That we can solve for any method we know. We will use substitution.  Lets clear from first equation the unknown x.

x=4000-y

Then, we substitute in second equation

0.04(4000-y)+0.09y=240

And we solve:

160-0.04y+0.09y=240

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Now we simply plug this into our first equation and solve for x

x+y=4000

x+1600=4000

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So, $2,400 was placed in the account earning 4%, and $1,600 was placed in the account earning 9%

4 0
3 years ago
thinking strategically about industry and competitive conditions in a given industry involves evaluating such considerations as
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Answer:

E. how often sellers alter their prices, how sensitive buyers are to price differences among sellers, whether the item being purchased is a good or a service, and whether buyers buy frequently or infrequently.

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Options are <em>"A. cultural, lifestyle, and demographic changes, B. the birth of new industries, new knowledge, and disruptive technologies, C. weather, climate change, and water shortages, D. interest rates, exchange rates, unemployment rates, inflation rates, and economic growth, E. how often sellers alter their prices, how sensitive buyers are to price differences among sellers, whether the item being purchased is a good or a service, and whether buyers buy frequently or infrequently." </em>

Thinking strategically about industry and competitive conditions in a given industry involves evaluating such considerations as <u><em>how often sellers alter their prices, how sensitive buyers are to price differences among sellers, whether the item being purchased is a good or a service, and whether buyers buy frequently or infrequently.</em></u>

The strategy decision making about the industry and competitive conditions involve evaluating the prices, buyer sensitivity to the prices, serviceability & frequency.

7 0
3 years ago
Geno's Body Shop had sales revenues and operating costs in 2020 of $740,000 and $570,000, respectively. In 2021, Geno plans to e
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Answer:

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