Diane made 6 identical necklaces, each having beads and a pendant. A worker needs to sell 12 sandwiches per hour to meet their quota. After 6 hours they have only sold 10 sandwiches per hour. How many sandwiches do they need to sell per hour in the remaining 2 hours Allie has 5 baskets that each hold 5 candies and 3 toys. Alexis has the same total items, but she makes 4 baskets. In each basket, she uses 8 candies.
How many toys are in each basket that Alexis These polygons are rotated about their centers by an angle x such that the quadrilateral The grade for the course is a result of averaging the scores on the five unit exams. Find Distance for Part. Absolute Value Equations All Real Numbers and No Solution. Absolute Value Inequalities Dividing by a Negative Advanced Polynomial Equations Advanced Rational Equations Advanced Radical Equations Cube Root Cube Binomial.
Advanced Completing The Square Advanced Quadratic Formula The Coordinate System Domain and Range Definition of a Function Function and Arrow Notation The Intercept Method Slope of a Line Converting to Slope-Intercept Form and Graphing Writing Equations of Lines in Standard Form Writing Equations of Parallel and Perpendicular Lines Graphs of Quadratic Functions and Beginning Transformations Graphs of Quadratic Functions and Advanced Transformations Graphing Quadratic Functions Sum and Product of Roots Formula Writing Quadratic Functions Vertex 3, 4 x-intercepts 1 and 5 Maximum 7, Zeroes -8 and 6 Vertex -4,6 , One Zero is -3 Solving Systems by Graphing Solving Systems by Addition Solving Systems by Substitution Number and Value Word Problems Wind and Current Word Problems Systems of Equations with Fractions and Method of Choice Equation of a Circle Numerical Bases with Negative Exponents Multiplying and Dividing with Negative Exponents Multiplying and Dividing with Scientific Notation Numerical Bases with Rational Exponents Writing Radicals in Exponential Form Cube root of times root As part of the learning process, students must develop independent learning skills.
Since word problems require quite a bit of time and effort, you might as well be certain that your answers are correct. Do not substitute your answers back into the equation unless the equation was included in the problem. If your written equation is wrong, then your solutions will be incorrect also. It is essential that you always understand your answers and their significance to the problem. Start with a positive attitude Do you begin each problem with an open mind? Survey the problem Read and visualize the scenario described.
Is it in your notes? Break the problem into parts Read the problem slowly and carefully to obtain each fact or idea. List in writing the given facts and unknown facts. Understand the meaning of each word in the problem. Work the problem one step at a time Rewrite the given facts in a more organized manner.
Word Problems Each topic listed below can have lessons, solvers that show work, an opportunity to ask a free tutor, and the list of questions already answered by .
WebMath is designed to help you solve your math problems. Composed of forms to fill-in and then returns analysis of a problem and, when possible, provides a step-by-step solution. Covers arithmetic, algebra, geometry, calculus and statistics.
The first step to solving a word problem is to read the problem thoroughly to the end. Word problems are different than reading literature or reading in any other content area. They are not written to highlight a main theme, or to present facts about a subject area. Can you solve the following word problems? Read the questions carefully then choose the right answer from the list. When you have finished, check your answers by clicking the "Finished" button at the bottom.
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