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Understanding Life, Health, and Disability Insurance

Learn about life insurance premiums, health insurance benefits, disability insurance coverage, and investing in bonds for financial security and protection. Discover the significance of different insurance types and how they can safeguard your future.

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Understanding Life, Health, and Disability Insurance

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  1. Chapter 7 Insurance & Investments

  2. 7.1 Life Insurance

  3. Life Insurance Premiums • Life Insurance - a way of protecting your family from financial hardship when you pass away • Life insurance policy • Insured – Person whose life is covered • Insurer – Insurance company • Premium - $ paid to insurance company for insurance

  4. Beneficiary – Person named in the policy to receive the death benefits. • Term Life Insurance – Protection for a fixed period of time – 1,5,10 years • Decreasing Term Life Insurance – Face amount of the policy decreases over time • Permanent Life Insurance – Insures you for your whole life • Your health condition and habits matter • Face of Policy x cost per 1,000 1,000

  5. 1.3 from table 135,000 / 1,000 135 x 1.3 = 175.5 B. 8.92 from table 150,000 / 1,000 = 150 x 8.92 = 1338

  6. Net Cost of Insurance • Some companies may return part of your premium to you as a dividend • Total Premiums – Dividends = Net Cost of Insurance C. 856 – 38.56 = D. 12.81 from table 150,000 / 1,000 150 x 12.81 = 1921.5 – 23.16 = 1898.40

  7. Life Insurance Cash Values • Cash value - $ you get if you cancel the policy • You can also borrow against your policy at a lower interest rate than a bank • If don’t pay back the amount – beneficiaries receive less

  8. E. 300,000 / 1,000 = 300 x 42 = 12,600 F. 150,000 / 1,000 = 150 x 80 = 12,000

  9. 7.2 Health Insurance • Health insurance –Protects against financial loss of medical bills • Can be provided through work-as a benefit • Hospitalization insurance • Surgical insurance • Medical insurance

  10. 57 x 0.5 = 28.5 x 12 = 342 B. 36 x 0.65 = 23.4 x 12 = 280.80

  11. Health Insurance Benefits and Coinsurance • Annual Deductible Amount • Coinsurance or co-payments

  12. Total Bill – Covered Amount = Uncovered Amount (Covered Amount – Deductible) x Coinsurance = Coinsurance Amount Uncovered Amount + Deductible + Coinsurance = Amount Patient Must Pay

  13. C. 2,964 – 2,583 = 381 2,583 – 500 = 2,083 2,083 x 0.21 = 437.43 + 381 + 500 = 1,318.43 D. 525 – 450 = 75 450 x 0.10 = 45 + 75 = 120

  14. 7.3 Disability Insurance

  15. Disability Insurance Benefits • Pays you a portion of the income you lose if you cannot work due to a health condition or injury • Short-Term Disability • Long-Term Disability • Usually bought through work • Worker’s Compensation covers injury at work • FOLLOW GUIDELINES

  16. 45,200 + 48,300 + 49,900 = 143,400 / 3= 47,800 x 0.65 = 31,070 / 12 = 2,589.17 B. Average – 38,075 x 0.45 17,133.75 /12 = 1,427.81 – 225 = 1,202.81

  17. Buying Bonds • Bonds – Written promise to repay the $ loaned on the due date • Bondholders – people who own the bonds – may keep them until the due date or sell to other investors • Bonds usually issued with a face or par value of $1,000 • Face value – amount of $ issuer will pay the bondholder on due date

  18. Market value – Selling price, can be different than face value • If can sell for more than face value – Premium – ex. 1,100 • If can sell less than face value – discount ex. 950 • Stated as a percent • 100% = 1,000 • 96% = 960 • 105% = 1,050

  19. 1,000 x 1.03883 = 1,038.83 B. 500 x 0.96225=481.14 500 – 481.14 =

  20. Total Investment in Bonds • Bonds are usually bought and sold (traded) through a broker • Offer advice on which bonds to buy and sell • Charge a commission

  21. C. 1,000 x 0.97297 = 972.97 x 10 = 9,729.70 D. 1,000 x 1.03228 = 1,032.38 x 15 = 15,484.20 15 x 3 = 45 + 15,484.20 = 15,529.20

  22. 7.2 Bond Interest

  23. Investors in bonds receive interest payments as income • Bond interest is paid semiannually • 6/12 = 0.5 • Interest rate based on bond’s par value Par Value x Rate x Time = Interest

  24. 1,000 x 0.09 x 0.5 = 45 x 10 = 450 B. 500 x 0.085 x 0.5 = 21.25 x 20 = 425

  25. Bond Yields Current Yield =Annual Income / Bond Price C. 1000 x 1.01585 = 1,015.85 x 0.09 x 0.5 = 45.71 x 2 = 91.42 / 1015.85 = 8.9%

  26. D. 1,000 x 0.94598 = 945.98 47.5 x 2 = 95/945.98 = 10%

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