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Phoebe has 20 cent stamps, 10 cent stamps, and 5 3-cent stamps. How to Find and Apply The Slope of a Line.

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Home Lessons Alphabetically In Study Order HW Guidelines Study Skills Quiz Find Local Tutors Demo MathHelp. Back-solving, this means usr the original number was 25 and the new number gotten by switching the digits is

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Solving Linear Equations: 'One-Step' Equations

How do I use linear equations for solving real What kind of problems do linear equations solve? Then I can express this situation using the linear equation.

–Bruce,Anaheim, CA

Linear Equation Word Problems. In this section, I'll discuss word problems which give linear equations to solve. The difficult part of solving word problems is.

–Kimberly,Corpus Christi, TX

Demonstrates typical "system of equations" word problems, Many problems lend themselves to being solved with systems of linear equations. Now I can solve the.

–Sandra,Lexington, KY

Many word problems will give rise to systems of equations that is, a pair of equations like this:. You can solve a system of equations in various ways.

Equatiojs review how this works, in the system above, I could multiply the first equation by 2 to get the y-numbers rules for writing an academic essay match, then add the resulting equations:.

If I plug intoI can solve for y:.

The first few problems will involve prohlems coins, stamps, tickets with different prices. This is common usw, and is probably familiar to you from your experience with coins and buying things. But notice that these examples tell wolve what the general equation should be: The number of items times the cost or value per item gives the total cost or value.

This is where I get the headings on the tables below. If there are twice as many nickels as pennies, ljnear many pennies does Calvin have? So Calvin has cents total. Let p be the number of pennies. There are twice as many sample essay questions for job applicants as pennies, so there are nickels. Be sure you understand why the equations in the pennies and nickels rows are the way they are: The number of **when can you use linear equations to solve problems** bbc essay writing competition the value per coin is the total value.

If wjen words seem too abstract to grasp, try some eqjations. The total value of the coins is the value of the pennies plus the value of the nickels. So I prpblems the first two numbers in the last column, then solve the resulting equation for p:. Therefore, he has nickels. The number of things will go in the first column. This might be the number of tickets, the time it takes to make a *when can you use linear equations to solve problems,* partial pole assignment amount of money invested in *when can you use linear equations to solve problems* lineag, and so on.

The value per item or rate will go in the second column. This might be the price per ticket, the speed of a plane, the interest rate in percent earned equationd an investment, and so on.

The total value or total contingency planning business case study will go in the third column. This might be the uae cost of a number of tickets, the distance travelled by a car or a plane, the total interest earned by an investment, and so on. But they are convenient for organizing information and they give you a pattern to get started with *when can you use linear equations to solve problems* of a given kind e.

In some equationss, you add the numbers in some of the columns in a table. In other cases, you set two of the numbers in a column equal, or subtract one number from another. There is no general rule for telling which of these things to do: You have to think about what the problem prpblems telling you.

Solve the equations by multiplying the first equation by 25 and subtracting it from the probpems. How many of each kind of ticket were sold? An investor buys a total euqations shares of linrar stocks. How many shares of each stock did the investor buy?

SinceI have. The next problem is more complicated than the others, since it involves solving problema system of sole equations with three variables. They involve representing the equations using matrices. Phoebe has some cent stamps, some cent stamps, and some 3-cent stamps.

The number of cent stamps is 10 less than yo number of cent stamps, while the number of 3-cent stamps is 5 less than yok number of cent stamps. How many of each stamp does she have? I want to get everything in terms of one variable, so I have to pick a variable to use.

Plug and into and solve for y:. Phoebe has 20 cent stamps, 10 cent stamps, and 5 3-cent stamps. The next problem is about numbers. Since one variable is already solved for in the second equation, I can just substitute for it in the first equation.

The sum of two numbers is The larger number is 14 more than 3 times the smaller number.

Plug into the first equation and solve:. The numbers are 19 and The next set of examples involve simple interest. At the end of one interest period, the interest you earn is. You now have dollars in your account. Notice that you multiply the amount invested the principal by the interest rate in percent to get the amount of interest earned. By the way How does "percent" fit the pattern of the earlier problems, where I had things like "dollars per ticket" or "cents per nickel"?

In fact, "percent" is short for "per equatjons, and centum is the Latin word for a hundred. So "4 percent" means "4 per ". Since "per" translates to division, I getas you probably know from earlier math courses.

How wben was invested in each account? Bonzo invests some money at interest. How much was invested at each rate? There are various kinds of mixture problems.

The first few involve mixtures of different things which cost different solce per pound. How many pounds of each kind of candy did he use in the mix? How many pounds of raisins and how many pounds of nuts should she use? Solve the equations by multiplying the **when can you use linear equations to solve problems** equation by probelms subtracting it from the second:.

She needs 8 pounds of raisins and 9 pounds of nuts. Mixture problems do not always wind up with two equations to solve. The last line says. An alloy is a proboems of different kinds of metals.

Suppose you have 50 pounds of an alloy which is silver. Then the number of go **when can you use linear equations to solve problems** pure silver in the 50 pounds is. That is, the 50 pounds of alloy consists equatios 10 pounds of pure silver and pounds of other metals. Problsms that you multiply the number of pounds of alloy by the percentage of silver to get the number of pounds of pure silver.

Phoebe mixes an alloy containing silver with an alloy containing silver to make pounds of an alloy with silver.

How many pounds of each kind of alloy did she use? She used 60 pounds of the alloy and 40 pounds mental health argumentative essay topics the alloy.

Equatiions mixture problems involve solutions. For instance, a solution may liner acid, or alcohol. What homework in arabic language this mean? Suppose you have 80 gallons of a solution which is acid. Then *when can you use linear equations to solve problems* number of gallons of pure acid in the solution is.

So you can think of the 80 gallons of equagions as being made equationd 16 gallons of pure wheh and gallons of pure water. Notice that you multiply the gallons of solution by the percentage of acid to get the number of gallons of pure acid. How many gallons of each of a acid solution and an acid solution must be mixed to produce 50 gallons of a acid solution? Use 15 gallons of the solution cann 35 gallons of the solution. Amounts of a alcohol solution and a alcohol solution are to be mixed to produce 24 gallons of a alcohol solution.

How many gallons of the alcohol solution and how many gallons of the alcohol solution should be used? Suppose x gallons of the alcohol solution and y gallons of the alcohol solution are used. Thus, 16 gallons of the solution and 8 gallons of the solution must be used. Two angles are complementary if their sum is that is, if they add up to yoi right angle. For example, and are complementary, because. Two angles are complementary, and the larger one is more than 3 time the smaller one.

The larger one is more than 3 time the smaller one:. Plug into and solve for S:. The smaller angle is and the larger angle is. Two *when can you use linear equations to solve problems* are complementary.

Wehn angle is less than twice the other. Find the two angles. One angle is less than twice the other:. The angles are and. Send comments about *when can you use linear equations to solve problems* page to: