[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"doc-seo-553765-105":3,"detail-sidebar-cat-0-en-105":81,"doc-detail-553765-en":130},{"code":4,"msg":5,"data":6},0,"ok",{"site_id":7,"language":8,"slug":9,"title":10,"keywords":11,"description":12,"schema_data":13,"social_meta":74,"head_meta":76,"extra_data":78,"updated_unix":80},105,"en","grade-5-word-problems-worksheet-fraction-mixed-operations","Grade 5 Word Problems Worksheet - Fraction Mixed Operations","","Grade 5 fraction word-problem worksheet focused on mixed operations with fractions and time/printing/typing contexts. Students solve six multi-step questions involving scheduling and interview calls, comparing total time, combined calling durations, calculating printing costs for multiple copies with fractional prices, determining typing output from fractional pages-per-hour rates and delayed start times, and subtracting completed portions of meeting minutes. 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Ellen planned to interview some applicants for a position in her office. If she scheduled 14 of an hour to meet each of them, how much time did she schedule for all 6 applicants?  \n2. Instead of 14 of an hour, Ellen spent 13 of an hour to meet each applicant. How much more time did she spend meeting all the applicants?  \n3. After the interview, Ellen decided to hire two of the applicantsand reject the others. Ellen’s assistant called back the applicants to tell them the result. She spent 130 of an hour calling each of the rejected applicants and 13 of an hour calling the hired applicants. How much time did the assistant spend making these calls?  \n4. Ethan is printing some materials for a meeting. If the printing of the first copy costs 1 12 dollars and other copies cost 45 of a dollar each to print, how much will it cost if he is making 13 copies?  \n5. Ethan decides to type up some documents while waiting for the meeting to start. He can type 2 pages every 18 hour. If the meeting started 34 hour later than the scheduled time, how many pages can he type before the meeting starts?  \n6. Ethan is responsible to write the minutes for the meeting. During the meeting, he finished writing 16 of the minutes. Before getting off work, he finished another 38 of the minutes. How much of the minutes does Ethan still need to work on?  \nReading and Math for K-5 © [www.k5learning.com](www.k5learning.com)  \nAnswers  \n1. ~~ ~~14 × 6 = 32 = 1 12  \nShe scheduled 1 12 hours to meet 6 applicants.  \n2. (13 − 14) × 6 = 12  \nShe spent a 12 hour more than the scheduled time.  \n3. ~~ ~~130 × 4 + 13 × 2 = 45  \nThe assistant spent 45 hours to make these calls.  \n4. 1 12 + 45 × 12 = 11 110  \nIt costs $11 110 to make 13 copies.  \n5. ~~ ~~34 ÷ 18 × 2 = 12  \nHe can type 12 pages of documents before the meeting starts.  \n6. 1 − 16 − 38 = 1214  \nEthan still needs to work another 1124 of the minutes.  \nReading and Math for K-5 © [www.k5learning.com](www.k5learning.com)","cbCaihJFzodMD1Ez","https://ap.wps.com/l/cbCaihJFzodMD1Ez","pdf",66995,"English","# Fraction mixed operations word problems\n## Questions 1-6\n## Answers 1-6","[{\"question\":\"What types of math skills do these word problems practice?\",\"answer\":\"They practice mixed operations with fractions, including multiplication, subtraction, division, and using fractional rates to solve time, cost, and work-progress scenarios.\"},{\"question\":\"How can a student approach Problem 1 and Problem 2 about interview time?\",\"answer\":\"First compute the total scheduled time using the fraction of an hour per applicant, then compare with the actual time by finding the difference per applicant and multiplying by the number of applicants.\"},{\"question\":\"How are Problems 4 and 5 different from the interview and minutes problems?\",\"answer\":\"Problem 4 focuses on total printing cost for several copies using fractional prices, while Problem 5 focuses on productivity (pages typed) using a fractional pages-per-hour rate and the time interval before the meeting.\"}]","Grade 5 Word Problems Worksheet - Fraction Mixed Operations | PDF",1791791710]