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The terms whose variables and their exponent power are the same are called like terms. However, the coefficients of these variables can be different. These like terms can be combined to simplify the expression to derive the answer. Example of like terms: 10y and 3y are like terms. Varia...
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Solving polynomial equations can initially seem difficult and confusing. Don't let the letters, called variables, scare you. They represent any number. Once you understand what the terms mean and learn some helpful tips, they really are not too bad. To solve a polynomial is to find the sum ...
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Combine the terms on the left side of the equation to make one fraction with the common denominator on the bottom and the sum or difference of the numerators on top. The fractions 3(x – 4) / x(x – 4) + 2x / x(x – 4) combine to make (3(x – 4) + 2x) / x(x – 4...
Studying the basics of mathematical properties, like the distributive property and combining like terms, will help solve problems of this kind. It's important to be systematic and careful when solving problems like this one. If you don't keep track of how you combine the different terms, it'...
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The two x-values in the denominator are common terms and can therefore be combined. This means we can combine {eq}x-x {/eq}, ultimately canceling out x. Let's update the formula from above with the new changes, creating a simplified version of the difference quotient. Simplified Difference...
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