Answer:
they are known as shareholders
I believe the answer is: The tax deferred nature.
Investment is considered to has tax deferred nature if the tax payment for the investment can be made years later after its due. This favoured as a retirement plan because it make the investors have more money to spend during the productive years prior to retirement.
Answer:
bodily/kinesthetic
verbal/linguistic
Explanation:
Learning styles can be regarded as range of competing as well as contested theories which analyse
differences that exist learning of in individuals. It should be noted that the Learning styles includes
✓bodily/kinesthetic
✓verbal/linguistic
Answer:
interest expense for 6 months is $ 20658
Explanation:
Given data:
Total price of bond $400,000
Duration of bonds is 10 year
interest rate on bond is 12%
issue price on bond is $413,153 at 10% market rate
The calculation for interest expense for 6 months is given below:
=
= 20658
The six months is taken from Jan 1 to 30 th June 2016
Answer:
- <em>One family earned an income of $28,000 in 1990. Over the next five years, their income increased by 15%, while the CPI increased by 12%. After five years, this family's nominal income</em><em><u> increased to $56,318.00 </u></em><em><u> </u></em><em>,and their real income </em><em><u> increased to $31,956.35 </u></em><em>.</em>
Explanation:
The<em> nominal income</em> will grow at a rate of 15%, per year during five years. Then, the growing factor is g = 1 +15% = 1 + 0.15 = 1.15.
That means that $28,000 will muliply five times by 1.15:
- $28,000 × 1.15 × 1.15 × 1.15 × 1.15 × 1.15 = $28,000 × (1.15)⁵
- $28,000 × 2.011 = $56,318.00
The <em>CPI increased by 12%</em> during the same period. Thus, the CPI after 5 years will be multiplied by 1.12⁵≈ 1.762
The real income, referred to 1990 will be $28,000 × (1.15)⁵ / (1.12)⁵ ≈ $28,000 × 1.1413 ≈ $31,956.35
Then, you can complete the text with:
<em>One family earned an income of $28,000 in 1990. Over the next five years, their income increased by 15%, while the CPI increased by 12%. After five years, this family's nominal income</em><em><u> increased to $ 56,318.00 </u></em><em>,and their real income </em><em><u> increased to $31,956.35 </u></em><em>.</em>
As long as the rate at which the income increases is higher than the rate at which the CPI increases, the real income increases.
