![]() The two working together can complete the job in 1.2 hours. Jack can wash and wax the family car in one hour less than it would take Bob.If only the larger pipe is open, how many hours are required to fill the pool? When both pipes are open, the pool is filled in three hours and forty-five minutes. Of two inlet pipes, the smaller pipe takes four hours longer than the larger pipe to fill a pool.How much time would each require working alone? Working together, they can complete the job in 2 hours and 24 minutes. Bill’s father can paint a room in 2 hours less than it would take Bill to paint it.\textġ7.5 min or 17 min 30 sec is the solution Questionsįor Questions 1 to 8, write the formula defining the relation. The equation used to solve problems of this type is one of reciprocals. ![]() Also check with a calculator.If it takes Felicia 4 hours to paint a room and her daughter Katy 12 hours to paint the same room, then working together, they could paint the room in 3 hours. is it a little less or a little more than the estimate). If you rounded up or down, does the answer make sense (e.g. If you under and overestimated, is the answer in the correct range. Evaluate: Compare your answer to your estimate.Calculate: Use your strategy to solve the problem.Save the calculator until the evaluate stage. ![]() Will you use mental math, manipulatives, or pencil and paper? Use a strategy that works for you. Strategize: Choose a strategy to solve the problem.Be flexible in rounding numbers if it will make your estimate easier. Try underestimating and overestimating, so you know what range the answer is supposed to be in. Estimate: Use an estimation strategy, so you can check your answer for reasonableness in the evaluate step.What operation or operations do you need to use to solve this question? Ask for help to understand the question if you can't do it on your own. Question: Understand what the question is asking. ![]() There are a number of strategies used in solving math word problems if you don't have a favorite, try the problem-solving strategy: For example, students may need a way to figure out what 7 × 8 is or have previously memorized the answer before you give them a word problem that involves finding the answer to 7 × 8. It is usually a good idea to ensure students already have a strategy or two in place to complete the math operations involved in a particular question. Welcome to the math word problems worksheets page at ! On this page, you will find Math word and story problems worksheets with single- and multi-step solutions on a variety of math topics including addition, multiplication, subtraction, division and other math topics. Help and FAQ Terms of Use Privacy and Cookie Policy Tour/Introduction Feedback Teachers Parents Support Math-Drills Math-Drills on FacebookĮjercicios de Matemáticas Gratis Fiches d'Exercices de Maths Math Flash Cards Dots Math Game Video Tutorials Halloween Math Worksheets Thanksgiving Math Worksheets Christmas Math Worksheets Valentine's Day Math Worksheets Saint Patrick's Day Math Worksheets Easter Math Worksheets Seasonal Math Worksheets Home Addition Worksheets Subtraction Worksheets Multiplication Facts Worksheets Long Multiplication Worksheets Division Worksheets Mixed Operations WorksheetsĪlgebra Worksheets Base Ten Blocks Worksheets Decimals Worksheets Fact Families Worksheets Fractions Worksheets Geometry Worksheets Graph Paper Integers Worksheets Measurement Worksheets Money Math Worksheets Number Lines Worksheets Number Sense Worksheets Order of Operations Worksheets Patterning Worksheets Percentages Worksheets Place Value Worksheets Powers of Ten Worksheets Statistics Worksheets Time Math Worksheets Math Word Problems Worksheets ![]()
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