Terms Flashcards
What are the Definitions of Disability?
- Own Occupation - best definition for the insured (Most Liberal)
- Modified any occupation
- Split definition - Own then modified
- Any Occupation (Social Security definition)
- Loss of Income
Types of Agency Authority (Law of Agency)
- Express Authority – specifically conferred by the agent OR occasionally.
- Implied Authority – not expressly granted, but assumed to have in order to transact business.
- Apparent Authority – ostensible authority; the appearance of, or assumption of authority, based on agent’s actions (it appears that agent is acting within the scope of authority).
Example is if I a new life insurance agent and I just sold a life insurance policy to a client. Then the client said that want to get new home owners insurance. Since I am a new agent, I can’t sell home owners yet, but I say yes, we can get that for you and give them a quote. Then the company is liable because the client doesn’t know that I can’t do that, but I could get sued or fired for this. APPARENT AUTHORITY INVOLVES APPEARANCES
What is subrogation?
Subrogation is a provision that is designed to prevent the insured from making a profit on a claim. Subrogation is the act of one party claiming the legal rights of another that it has reimbursed for losses. Subrogation occurs in property/casualty insurance when a company pays one of its insured’s for damages, then makes its own claim against others who may have caused the loss, insured the loss, or contributed to it.
Is in place to make sure the insured doesn’t make a profit or get back more than he put out on the transaction.
For Example: Suppose another driver runs a red light and your car is totaled. You have insurance on your car, so you call your insurance carrier and they pay you for all of your expenses related to the accident. Your insurance company, realizing that the other driver had an insurance policy, then seeks reimbursement from the at-fault party’s insurance carrier. Your insurer is “subrogated” to the rights of your policy and can “step in your shoes” to recover any amount paid out on your behalf. This is the definition of subrogation.
What does NonCancellable mean in disability insurance?
A noncancellable insurance policy is a life or disability insurance policy that an insurance company can’t cancel, increase the premiums on or reduce the benefits of as long as the customer pays the premiums. Noncancellable insurance policies give the policyholder peace of mind that the cost, amount of coverage and term are known and that they won’t have to re-qualify for the policy at some point in the future when their health might not be as good and insurance might be harder to get.
It means the insurance company can NOT incresae the premium for the policy term.
What does Guaranteed Renewable mean in disability insurance?
A guaranteed renewable policy is an insurance policy feature that obligates the insurer to continue coverage as long as premiums are paid on the policy. While re-insurability is guaranteed, premiums can rise based on the filing of a claim, injury, or other factors that could increase the risk of future claims. Premiums can also be raised on an entire class of insured people during the life of a guaranteed renewable policy for health, life or disability insurance.
Guaranteed renewable means they can NOT increase the premium for individuals but they can increase the premium rate for an entire policyholder class.
What does waiver of premium mean in disability insurance?
A waiver of premium rider is an insurance policy clause that waives premium payments in the event the policyholder becomes critically ill, seriously injured, or disabled. Other stipulations may apply, such as meeting specific health and age requirements.
Rider that pays for the premium if I become disabled.
Current Ratio
Current Assets ÷ Current Liabilities
Current Assets
- Cash Equivalents
- Marketable Securities
- Accounts Receivable
- Inventory
Current Liabilities
- Accounts Payable
- Credit Card Debt
- Taxes Payable
Basic Components of a Legal Contract as Applied to Insurance
Hint: O C L C L
- Offer and acceptance - Two parties, offerer and acceptor
- Consideration - Something of value (money)
- Legal Object - Legal in purpose
- Competent Parties - Principle must have legal capacity to execute contract:
► Intoxicated adults have limited or no capacity
► Minors only have capacity to contract for necessities (food, clothing, shelter)
- Legal Form - Contract must meet requirements
Law of Agency (Insurance)
Express Authority - Written, explicit direction from principal to agent
Implied Authority - Is that which the public believes the individual holds and includes signage, rate books, etc. Implied is actual authority that the agent has to carry out the principal’s business
Apparent Authority - Arises out of negligence of the principal in allowing the agent to appear to have authority because of certain actions of the agent in the past. This typically affects terminated agents.
Debt Ratio Analysis?
Write it out Yearly and Monthly and calculate each
Housing Debt (PITI or Front End) < 28% GROSS
Consumer (Auto + Credit) Debt < 20% NET
Total Debt (Back End) < 36% GROSS
What is Unsystematic Risk?
Known as diversifiable risk, may alslo be referred to a non-systematic risk.
- Business Risk - refers to the nature of the firm’s operations (i.e., possibility of loss due to new technology)
- Financial Risk - Refers to how the firm finances its assets (i.e., the possibility of loss due to heavy debt financing)
What is Systematic Risk?
Also known as non-diversifiable risk. This part of risk is inescapable because no matter how well an investor diversifies, the risk of the overall market cannot be avoided.
Beta is measure of systematic risk or volatility of the market. If the beta is 1.2 then your portfolio has 20% more risk/volatility than the market. Systematic risk can be further defined by measuring the R-squared. You get to R-squared by squaring the correlation of a stock/portfolio relative to its benchmark. R-squared equals systematic risk.
Ex: The fund has a correlation of 0.87 with the Russell 2000, and squaring the correlation would give us an R-squared of 0.76, meaning there is 76% systematic risk and 24% unsystematic risk.
Total Risk is measured by Standard Deviation or variability of returns from the mean.
Duration
(Principles to Remember)
First thing to do is to think if there were two bonds with similar varibales and then the variable below is different. How would the duration react.
Years to Maturity (Remember duration and maturity are positively related)
Annual Coupon (Remember duration is inversely related to coupon rate)
YTM, the current yield on comparative bonds (duration is inversely related)
How to Remember: Coupon and yield are interest rates - inversely related.
Ex: A bond’s coupon rate is a key factor in calculation duration. If we have two bonds that are identical with the exception on their coupon rates, the bond with the higher coupon rate will pay back its original costs faster than the bond with a lower yield. The higher the coupon rate, the lower the duration, and the lower the interest rate risk so it has an inverse relationship.
Rules for using Duration to Manage Bond Portfolios
- If interest rates are expected to rise, shorten duration. (interest rates up, shorten duration. Remember: UPS - UP for up, and S for shorten.)
- If interest rates are expected to fall, lengthen duration. Buy low coupon bonds with long maturities. Interest rates fall → lengthen duration. Remember: FALLEN - FAL for fall and LEN for Lengthen.
Conclusions to Fluctuations in Bond Prices
- The smaller the coupon, the greater the relative price fluctuation
- The longer the term to maturity, the greater the price fluctuation
- The lower the market interest rate, the greater the relative price fluctuation
What is Kurtosis?
Kurtosis is the characteristics of a bell cureve that has lots of returns clustered around the mean (lots of small surprises) but some extremely large positive or negative returns (few large surprises)
What is skewness?
Skewness represented by a bell curve that looks off-center, with flat or skinny tails at on or both ends. A positively skewed distribution has a large hump to the left and a long right tail; a negatively skewed distribution has a large hump to the right and a long left tail. Investment reuturns generally are postitively skewed.
Covariance, Correlation Coefficient and Coefficient of Determination Pyramid.
Covaraiance
Can be any number and measures the strength of the relationship between the returns of two securities.
The only reason Covariance may be needed is as an input into the formula for Standard Deviation of a portfolio.
Correlation Coefficient or (R)
Between -1 and +1
Coefficient of Determinatin or (R-squared)
Found by squaring the Correlation Coefficient
What is the Coefficient of Variation Formula?
CV = Standard Deviation / Mean or CV = σ / x
choose the lower number when considering two securities.
Coefficient of Variation
Coefficient of Variation: Hint is to choose the lower number
A. The coefficient of variation is a way to compare the relative variation of two or more securities.
- The security with the lowest CV generally should be chosen when given a question that requires choosing from two or more securities.
2. The CV communicates the extent to which an investor can depend on the security being able to achieve its expected mean return. The lower the CV, the greater the reliability.
- The CV can be considered another method of computing a risk-adjusted return, since both risk and return measures are used in the equation.
- The CV equation is not given on the CFP Certification Examination formula sheet. You must memorize the formula.
a. The formula for coefficient of variation is as follows:
CV = σ1 / x1 or S1 / Mean1
To Solve a question on the Test:
b. For any of the formulas, use simple numbers and change one of the variables if you forget which way is preferable, example with the CV:
(1) Mean return is 10% for both investments, one has a standard
deviation of 10 (Choice A), the other 20 (Choice B), so
(2) 10/10 = 1, and 20/10 = 2, so you would choose the lower
number. Both give you the same return, but your chances of
achieving that return are greater with Choice A—so with CV
choose the lower number.
Example. Asset A has a mean return of 10% and a standard deviation of 6%. Asset B has a mean return of 12% and a standard deviation of 9%.
Which one provides the least amount of risk per unit of return? Asset A has a CV of 0.60 (6/10). Asset B has a CV of 0.75 (9/12).
Covariance and Correlation Coefficient
They communicate the same informaiton. They both measure the strength of the relationship between the returns of two securities.
The only reason Covariance may be needed is as an input into the formula for Standard Deviation of a portfolio.
You may be given the correlation coefficient and the standard deviation of two assets and then be asked to compute the covariance using the following formula COVij = ρijσiσj and you would divide each side by σiσj to get COVij / σiσj = ρij or Rij
Definition of Correlation Coefficient?
Correlation is described as a measure in statistics, which determines the degree to which two or more random variables move in tandem. During the study of two variables, if it has been observed that the movement in one variable, is reciprocated by an equivalent movement another variable, in some way or the other, then the variables are said to be correlated.
Correlation is of two types, i.e. positive correlation or negative correlation. The variables are said to be positively or directly correlated when the two variables move in the same direction. On the contrary, when the two variables move in opposite direction, the correlation is negative or inverse.
The value of correlation lies between -1 to +1, wherein values close to +1 represents strong positive correlation and values close to -1 is an indicator of strong negative correlation. There are four measures of correlation:
- Scatter diagram
- Product-moment correlation coefficient
- Rank correlation coefficient
- Coefficient of concurrent deviations
What are the EMH anomolies?
- P/E effect => low P/E outperforms high P/E stocks
- Small Firm effect => small firms outperform large firms
- January effect => sell in Dec and buy in Jan
- Un-excellent/excellent effect => excellent firms outperform
- Neglected Firm Effect => firms followed by few analysts outperform - may be extension of small firm effect
- Value Line Phenomenon => Stocks ranked 1 outperform those ranked 5
- Book Value / Market Value Effect => high book value to market value outperforms
What is Convexity and how does it work with Bonds?
- For expected changes in rates of less than 1%, duration alone does a good job of explaining the expected change in bond price.
- For changes in rates exceeding 1%, convexity must be considered.
- The following graphic shows how convexity affects bond prices.
- When rates fall, convexity causes the price increase to be greater than duration alone would indicate.
What is the Random Walk Theory?
The random walk theory suggests that stock price changes have the same distribution and are independent of each other, so the past movement or trend of a stock price or market cannot be used to predict its future movement. In short, this is the idea that stocks take a random and unpredictable path.
Price movements are not predictable, rather they are random.
What are the 5 categories of Fundamental Analsyis Ratio Analysis?
- liquidity (current ratio which is current assets/current liabilities)
- quick ratio is current assets minus inventory/current liabilities
- activity (inventory turnover)
- profitability (EBITDA, ROE, return on capital)
- focus on these
- leverage (debt to equity)
- financial statement
What are Savings Bonds?
Series I Bonds - similar to TIPS
- Similarities between TIPS and I Bonds
- Both offer protection from purchasing power risk.
- Both have no default risk, because they are U.S. Treasury guaranteed.
- Both reduce interest rate risk because of the inflation adjustments.
- Features of Savings Bonds
Eurodollar Bonds and Yankee Bonds
- Both are priced in U.S. dollars
- Eurodollar bonds are sold by U.S. firms outside the U.S. (such as GE issuing a bond in London)
- Yankee bonds are issued by foreign firms and sold in the U.S., (such as British Airways selling a bond in the U.S.).