How to Stop Being Broke

How to Stop Being Broke.

If you're sick of being broke, it's time to take control of your finances! Whether you need to work on your spending habits, learn how to save, or find ways to earn more money, you can find a way to stop being broke. Follow these steps to start working towards financial freedom and better peace of mind.

Part 1 Getting into the Right Mindset.
1. Set goals. If you want to change your financial situation, you need to get specific about want you want to accomplish. Think about exactly what you want your finances to look like and what you can do to achieve those goals.
Setting short-term goals in addition to long-term goals can help keep you motivated by providing you with a sense of accomplishment.
Create a budget for non-essential items and hold yourself accountable for it each month. If you go over-budget one month, tell yourself that your budget for the next month is reduced as a result.
2. Stop comparing yourself to others. If you're spending beyond your means because you feel that you need to keep up with your friends or show others that you can afford a certain lifestyle, you're not doing yourself any favors. Stop worrying about what others can afford and think about how you can live within your means.
Stop equating your self-worth with your ability to buy things. This kind of thinking will make you extremely unhappy in the long run and will probably get you stuck in debt forever.
3. Track your expenses. To understand exactly where all your money is going, keep careful track of every dollar you spend. You can do this with a pen and paper or electronically if you use a card for everything, but make sure to account for everything. This simple habit will help you spend more wisely.
Try categorizing your expenses and adding them up on a monthly basis. For example, you could create categories for food, housing, transportation, utilities, insurance, entertainment, and clothing. Then calculate what percentage of your income you are spending on each category. You might realize that your expenses in some of these categories are way too high.
To understand how much you can afford to spend each day, subtract your fixed expenses from your monthly income and divide the remaining amount by 31.
4. Make a plan for getting out of debt. If you are broke because you have credit card debt, a car payment, or student loans, think about what you can do to pay off these debts faster.
Making even a few extra payments each year can help you pay off your debts much faster.
5. Start saving. This may seem impossible if you are always broke, but planning for the future will help you get out of this cycle. Start small by just putting $50 in an emergency fund each month.
Don't forget to save for retirement! Take advantage of the 401k offerings at your company or open an IRA account.

Part 2 Avoiding Money Traps.
1. Avoid lending to others. While you may want to help out your loved ones who are in need, you really shouldn't be lending money if you can't afford to pay your own bills.
2. Avoid payday loans. While they may seem like a good solution if you're strapped for cash, the interest rates are ridiculously high, so they will only get you further into debt.
3. Understand how much it will really cost. Before you take out any kind of loan or finance any purchase, be sure to calculate what your monthly payments will be, how long it will take you to repay the debt, and how much you will be paying in interest.
In some cases, paying interest may be worth it. For example, most people cannot afford to purchase a house without taking out a mortgage, but depending on the price of the house and the average cost of rent in your area, you might still be saving a significant amount of money by choosing to buy with a mortgage instead of renting.
Be especially wary of high interest rates for depreciating assets like vehicles. If you decide to sell your vehicle after you have owned it for several years, it may be worth less than what you owe on it. This can also happen with real estate when the market conditions are poor.
4. Avoid impulse buys. If you always have a plan for what you will buy, you will have a much easier time managing your finances.
If you have a hard time controlling your purchases when you go to the mall, try to avoid going to the mall at all.
Write out a list when you go shopping so you will always know exactly what you need to buy.
5. Use credit cards wisely. If you have a harder time keeping track of your expenses and sticking to your budget when you use a credit card, stop using it.
Paying with cash instead of a credit card will allow you to visualize how much of your available funds you are spending on a given purchase.
If you are able to stick to your budget when using a credit card, look for one that has no annual fee and will reward you with cash back or other incentives. Just make sure you always pay your bill on time or these incentives will not be worth the price you are paying in interest.

Part 3 Spending Less.
1. Assess your daily or weekly spending habits. Once you have a solid grasp on what you are spending your money on, you can start cutting out expensive habits.
2. Buy used items. You can save on everything from your next car to furnishings for your home by buying gently used items.
You can sometimes find really great clothes that have barely been worn at thrift shops for a fraction of the price.
3. Look for monthly expenses that can be cut. If you pay for monthly memberships or subscriptions, carefully assess how much they cost, how much you use them, and whether you could give them up.
Make sure you're not paying for services that you never use. For example, if you have premium cable channels that you never watch, you can cancel them without feeling like you are making any sacrifices. The same goes for your cell phone bill if you are paying for more data than you ever use.
4. Compare items or brands when shopping. If you're on a tight budget, you want to make sure you're always getting the best deal on absolutely everything. Take some time to compare prices for items you purchase regularly and for large purchases.
If you've had the same auto insurance carrier or cable company for a long time, there might be better deals out there, so be sure to comparison shop regularly.
Shopping for necessities online can be cheaper in some instances, but make sure you take shipping charges into account.
Use coupons to save some extra cash. Keep in mind that many retailers accept competitors' coupons.
5. Ask for a better deal. You can always ask your service providers for better deals, especially if you've been a loyal customer. The worst they can say is no.
Try this with your cable and internet providers, insurance companies, and cell phone carriers.
6. Spend less on entertainment or at restaurants. Whether it's dining out or going to amusement parks, entertainment can eat up a big chunk of your budget. Look for less expensive ways to have fun.
Learn to cook at home and keep the fridge well stocked with ingredients for things that you know you can cook from scratch when you come home late and don't have much time to whip up a grand meal.
Instead of going out to eat with friends, invite them over for a potluck.
7. Do more yourself. It may be convenient to use a laundry service or to have someone else shovel your driveway, but if you're physically capable of doing these things yourself. Think about the money you can save.
If you're not very handy, try to teach yourself to do more around the house. If you need a simple repair done, you may be able to watch a video online or take a class at a local home improvement store to learn how to do it yourself.
8. Save money on energy. Go green around the house to save money on your utility bills each month.
Sealing up air gaps can reduce your heating and cooling bills. If you own your home, investing in a properly insulated attic can make a huge difference.
Turning your heat down just a few degrees in the winter can make a big difference in your energy bills as well. A programmable thermostat will let you automate the temperature of your house so you won't spend money on heating the place to a comfortable level when you're not at home.
9. Avoid bank and credit card fees. Choose your bank and credit card providers wisely in order to avoid unnecessary fees.
Make sure to only use the ATM at your bank if you will get charged for using outside ATMs.
10. Aim to have a few no-spend days a month. After a while, it becomes a game: "How can I run my life today without writing anything down in my little blue book?" "How ingenious can I be to make do with the things, food, and resources I already have at my disposal?" See how often you can turn this into a habit.

Part 4 Earning More.
1. Get a better job. If spending less is just not enough, it may be time to get a better job that will allow you to make more money. Start by updating your resume, searching for listings online, and networking with other professionals in your field.
Don't forget to look for advancement opportunities within your company.
2. Do something else on the side. Using your skills to provide freelance or consulting services is a great way to earn additional income. If this won't work with your profession, get a part-time job or find creative ways to make some extra cash on the side.
You can make some extra money by performing jobs like mowing lawns, cleaning houses, or even walking dogs for people in your neighborhood.
3. Sell stuff you don't need. You probably have at least a few possessions that you no longer need or want, and you can turn those items into extra cash by selling them to people who do want them.
If you have lots of unwanted items, try having a yard sale.

Community Q&A.

Question : My family barely has any money. My dad has his own company, but it hasn't gotten any business in a long time. I have some money saved up, and I was think of leaving a little in my dad's wallet. What do you think?
Answer : Definitely do. Work as much as you can and give and much as you can. Also putting your family's money in a good, interest-bearing account can help a lot.

Tips.

To always have money in the bank to pay regular bills, add them up for the past year and divide by 52. Round up to the next 25, 50, or 100 dollars. Remember to add in quarterly or annual bills, too.
Buy clothes that can be used for several different occasions instead of only one-time events.
Use coupons on items whenever you can.
Start a Christmas Club account, but put in more than you expect to spend on gifts. The excess is great for a mini-vacation or special purchase.
Get a jar to collect your spare change. When it's full, take it to the bank. (Don't take it to one of those coin counters, as they charge for counting your change.)
Take it a day at a time. Start small, set goals, reward yourself (not with any type of shopping, of course) and enjoy playing the game.

July 02, 2020

How to Use the Rule of 72

How to Use the Rule of 72.

The Rule of 72 is a handy tool used in finance to estimate the number of years it would take to double a sum of money through interest payments, given a particular interest rate. The rule can also estimate the annual interest rate required to double a sum of money in a specified number of years. The rule states that the interest rate multiplied by the time period required to double an amount of money is approximately equal to 72.
The Rule of 72 is applicable in cases of exponential growth, (as in compound interest) or in exponential "decay," as in the loss of purchasing power caused by monetary inflation.

Method 1 Estimating "Doubling" Time.
1. Let R x T = 72. R is the rate of growth (the annual interest rate), and T is the time (in years) it takes for the amount of money to double.
2. Insert a value for R. For example, how long does it take to turn $100 into $200 at a yearly interest rate of 5%? Letting R = 5, we get 5 x T = 72.
3. Solve for the unknown variable. In this example, divide both sides of the above equation by R (that is, 5) to get T = 72 ÷ 5 = 14.4. So it takes 14.4 years for $100 to double at an interest rate of 5% per annum. (The initial amount of money doesn't matter. It will take the same amount of time to double no matter what the beginning amount is.)
4. Study these additional examples:
How long does it take to double an amount of money at a rate of 10% per annum? 10 x T = 72. Divide both sides of the equation by 10, so that T = 7.2 years.
How long does it take to turn $100 into $1600 at a rate of 7.2% per annum? Recognize that 100 must double four times to reach 1600 ($100 → $200, $200 → $400, $400 → $800, $800 → $1600). For each doubling, 7.2 x T = 72, so T = 10. So, as each doubling takes ten years, the total time required (to change $100 into $1,600) is 40 years.

Method 2 Estimating the Growth Rate.
1. Let R x T = 72. R is the rate of growth (the interest rate), and T is the time (in years) it takes to double any amount of money.
2. Enter the value of T. For example, let's say you want to double your money in ten years. What interest rate would you need in order to do that? Enter 10 for T in the equation. R x 10 = 72.
3. Solve for R. Divide both sides by 10 to get R = 72 ÷ 10 = 7.2. So you will need an annual interest rate of 7.2% in order to double your money in ten years.

Method 3 Estimating Exponential "Decay" (Loss).
1. Estimate the time it would take to lose half of your money (or its purchasing power in the wake of inflation). Let T = 72 ÷ R. This is the same equation as above, just slightly rearranged. Now enter a value for R. An example.
How long will it take for $100 to assume the purchasing power of $50, given an inflation rate of 5% per year?
Let 5 x T = 72, so that T = 72 ÷ 5 = 14.4. That's how many years it would take for money to lose half its buying power in a period of 5% inflation. (If the inflation rate were to change from year to year, you would have to use the average inflation rate that existed over the full time period.)
2. Estimate the rate of decay (R) over a given time span: R = 72 ÷ T. Enter a value for T, and solve for R. For example.
If the buying power of $100 becomes $50 in ten years, what is the inflation rate during that time?
R x 10 = 72, where T = 10. Then R = 72 ÷ 10 = 7.2%.
3. Ignore any unusual data. If you can detect a general trend, don't worry about temporary numbers that are wildly out of range. Drop them from consideration.

Method 4 Derivation.
1. Understand how the derivation works for periodic compounding.
For periodic compounding, FV = PV (1 + r)^T, where FV = future value, PV = present value, r = growth rate, T = time.
If money has doubled, FV = 2*PV, so 2PV = PV (1 + r)^T, or 2 = (1 + r)^T, assuming the present value is not zero.
Solve for T by taking the natural logs on both sides, and rearranging, to get T = ln(2) / ln(1 + r).
The Taylor series for ln(1 + r) around 0 is r - r2/2 + r3/3 - ... For low values of r, the contributions from the higher power terms are small, and the expression approximates r, so that t = ln(2) / r.
Note that ln(2) ~ 0.693, so that T ~ 0.693 / r (or T = 69.3 / R, expressing the interest rate as a percentage R from 0-100%), which is the rule of 69.3. Other numbers such as 69, 70, and 72 are used for easier calculations.
2. Understand how the derivation works for continuous compounding. For periodic compounding with multiple compounding per year, the future value is given by FV = PV (1 + r/n)^nT, where FV = future value, PV = present value, r = growth rate, T = time, and n = number of compounding periods per year. For continuous compounding, n approaches infinity. Using the definition of e = lim (1 + 1/n)^n as n approaches infinity, the expression becomes FV = PV e^(rT).
If money has doubled, FV = 2*PV, so 2PV = PV e^(rT), or 2 = e^(rT), assuming the present value is not zero.
Solve for T by taking natural logs on both sides, and rearranging, to get T = ln(2)/r = 69.3/R (where R = 100r to express the growth rate as a percentage). This is the rule of 69.3.
For continuous compounding, 69.3 (or approximately 69) gives more accurate results, since ln(2) is approximately 69.3%, and R * T = ln(2), where R = growth (or decay) rate, T = the doubling (or halving) time, and ln(2) is the natural log of 2. 70 may also be used as an approximation for continuous or daily (which is close to continuous) compounding, for ease of calculation. These variations are known as rule of 69.3, rule of 69, or rule of 70.
A similar accuracy adjustment for the rule of 69.3 is used for high rates with daily compounding: T = (69.3 + R/3) / R.
The Eckart-McHale second order rule, or E-M rule, gives a multiplicative correction to the Rule of 69.3 or 70 (but not 72), for better accuracy for higher interest rate ranges. To compute the E-M approximation, multiply the Rule of 69.3 (or 70) result by 200/(200-R), i.e., T = (69.3/R) * (200/(200-R)). For example, if the interest rate is 18%, the Rule of 69.3 says t = 3.85 years. The E-M Rule multiplies this by 200/(200-18), giving a doubling time of 4.23 years, which better approximates the actual doubling time 4.19 years at this rate.
The third-order Padé approximant gives even better approximation, using the correction factor (600 + 4R) / (600 + R), i.e., T = (69.3/R) * ((600 + 4R) / (600 + R)). If the interest rate is 18%, the third-order Padé approximant gives T = 4.19 years.
To estimate doubling time for higher rates, adjust 72 by adding 1 for every 3 percentages greater than 8%. That is, T = [72 + (R - 8%)/3] / R. For example, if the interest rate is 32%, the time it takes to double a given amount of money is T = [72 + (32 - 8)/3] / 32 = 2.5 years. Note that 80 is used here instead of 72, which would have given 2.25 years for the doubling time.


FAQ.
Question : When would I need to use the rule of 72?
Answer : It's a handy shortcut when considering compounded, monetary gains or losses. For example, you might want to know how long it would take for invested money to double in value, given a specific rate of interest.
Question : How do I calculate compound interest?
Answer : The formula for annual compound interest (A) is: P [1 + (r / n)]^(nt), where P=principal amount, r = the annual interest rate as a decimal, n = the number of times the interest is compounded per year, and t = the number of years of the loan or investment.
Question : What is APY for an APR of 3.5% compounded?
Answer : It depends on how often the interest compounds: annually, semi-annually, quarterly, monthly or daily.

Tips.

Let the Rule of 72 work for you by starting to save now. At a growth rate of 8% a year (the approximate rate of return in the stock market), you would double your money in nine years (72 ÷ 8 = 9), quadruple your money in 18 years, and have 16 times your money in 36 years.
The value of 72 was chosen as a convenient numerator in the above equation. 72 is easily divisible by several small numbers: 1,2,3,4,6,8,9, and 12. It provides a good approximation for annual compounding at typical rates (from 6% to 10%). The approximations are less exact at higher interest rates.
You can use Felix's Corollary to the Rule of 72 to calculate the "future value" of an annuity (that is, what the annuity's face value will be at a specified future time). You can read about the corollary on various financial and investing websites.

Warnings.
Let the rule of 72 convince you not to take on high-interest debt (as is typical with credit cards). At an average interest rate of 18%, semiretired credit card debt doubles in just four years (72 ÷ 18 = 4), quadruples in eight years, and becomes completely unmanageable after that.

April 10, 2020