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State what the variable is. The first one is done for you as an example. (Variables may vary)  \nExpression Variable  \nJohn scored 3 more points than James. How many points did John score?  \np + 3  \np = number of points James scored  \n1. If the length of a rectangle is 5 inches more than twice of its width, how long is the length?  \n2. Angel is 7 kilograms heavier than Harry. How heavy is Angel?  \n3. Christian works for $50 a day and additional $6 per hour for overtime. If he works t hours overtime in a day, how much money will he receive?  \n4. Mickey bought 3 pillows and a blanket for a total cost of $85. If each pillow costs $p, how much is the blanket?  \n5. Stephen is 5 years less than twice the age of Jimmy. How old is Stephen?  \n6. Jasmine has 3 dollars and n dimes in her pocket. How much money does she have in all?  \n7. Nicole has $50 dollars on her pocket. If she buys 3 pairs of socks for $d each, how much does she has left?  \n8. Find the number of minutes in t hours.  \n9. Kristof finished reading the book 15 minutes faster than Elsa. How long did Kristof take to finish reading the book?  \n10. Jimmy is 11 centimeters taller than twice the height of Carl. How tall is Jimmy?  \n_______  \n_______  \n_______  \n_______  \n_______  \n_______  \n_______  \n_______  \n_______  \n_______  \n___________  \n___________  \n___________  \n___________  \n___________  \n___________  \n___________  \n___________  \n___________  \n___________  \nVariables and expressions  \nGrade 5 Pre-Algebra Worksheet  \nWrite an expression to answer each question. State what the variable is. The first one is done for you as an example. (Variables may vary)  \nExpression Variable  \nJohn scored 3 more points than James. How many points did John score?  \np + 3  \np = number of points James scored  \n1. If the length of a rectangle is 5 inches more than twice of its width, how long is the length?  \n2. Angel is 7 kilograms heavier than Harry. How heavy is Angel?  \n3. Christian works for $50 a day and additional $6 per hour for overtime. If he works t hours overtime in a day, how much money will he receive?  \n4. Mickey bought 3 pillows and a blanket for a total cost of $85. If each pillow costs $p, how much is the blanket?  \n5. Stephen is 5 years less than twice the age of Jimmy. How old is Stephen?  \n6. Jasmine has 3 dollars and n dimes in her pocket. How much money does she have in all?  \n7. Nicole has $50 dollars on her pocket. If she buys 3 pairs of socks for $d each, how much does she has left?  \n8. Find the number of minutes in t hours.  \n9. Kristof finished reading the book 15 minutes faster than Elsa. How long did Kristof take to finish reading the book?  \n10. Jimmy is 11 centimeters taller than twice the height of Carl. How tall is Jimmy?  \n2w + 5  \nh + 7  \n$6t + 50  \n85 – 3p  \n2j-5  \n3 + 0. 10n  \n$50 – 3d  \n60t  \ne-15  \n2c + 11  \nw = width  \nh = weight of Harry  \nt = number of overtime hours  \np = cost of each pillow  \nj = age of Jimmy  \nn = number of coins  \nd = cost of each pair of socks  \nt = number of hours e = number of minutes Elsa reading the book  \nc = height of Carl","cbCaihO8vSZ3HLQw","https://ap.wps.com/l/cbCaihO8vSZ3HLQw","pdf",36733,"English","# Variables and expressions\n## Write an expression and state the variable\n## Variable key and problem set","[{\"question\":\"What should students do for each problem in this worksheet?\",\"answer\":\"Write an expression to answer each question and state what the variable represents. The first problem is provided as an example.\"},{\"question\":\"How are variables defined in these questions?\",\"answer\":\"A variable key is included, such as w for rectangle width, h for Harry’s weight, p for cost of each pillow, and other variables for age, coins, socks, overtime hours, and reading time.\"},{\"question\":\"What topics are covered by the 10 word problems?\",\"answer\":\"The worksheet covers comparisons with added or subtracted amounts, rectangle length from width, weight differences, overtime pay formulas, total-cost purchases, age relationships, time conversion from hours to minutes, reading-time differences, and height comparisons.\"}]","Variables and expressions - Grade 5 Pre-Algebra Worksheet - 10 Questions | PDF",1791791142]