#### A polynomial word problem is one that has two or more algebraic expressions. In a polynomial expression, the same variable has different powers. If you add one term to another term, the expression that you get as a result will also be a polynomial. This applies to all the operations of addition, subtraction, multiplication, and division.
In other words, a polynomial is an expression that has variables (also known as coefficients and indeterminates) that involves only the basic operations in mathematics, namely addition, subtraction, multiplication, and non-negative integer of variables. For instance, the term of a single variable is x^{2} - 4x + 7. Another example of having three variables is x^{3} + 2xyz^{2} - yz + 1.
Polynomials are used in many areas of science and mathematics. An example is application that include several problems that range from elementary word problems to complex scientific problems. These are the basic things that you should know about solving these types of exercises.

These types of problems come up often in science and engineering scenarios. The most common problem in this realm always involves a ladder that touches a house. You either have to figure how tall of a ladder you will need or how far back from the house the ladder touches the ground. This can all be done through right-triangle geometry. This is because the point at which the ladder touches house has an angle below it that is sure to be a right angle. Your students will use these worksheets to learn how to convert word problems into polynomial equations. Problems are real-world questions about area, total cost, elapsed time, etc. Many expressions must be simplified.