MATH 050 Prealgebra Practice Test 1 Introduction to Algebra ...

MATH 050Practice Test 1Page 312. George and his friends went to the movies. They purchased 2 adult tickets, 12. _______________5 student tickets, and 2 child tickets. How much did they spend all togetheron movie tickets?Theater Ticket PricesAdult $10Student $5Child $213. Sue wants to add a decorative wallpaper border to her living room. Refer to 13. _______________the diagram below for the dimensions of the room. How many feet of thewallpaper border will she need?8 ft5 ft12 ft15 ft10 ft20 ft14. Replace the ? with the correct inequality symbol < or >. 14. _______________−6 ? 715. Simplify: −c−5bgh 15. _______________16. State the absolute value: −3 16. _______________For problems 17-19, add using the rules for addition of integers.17. 5+ −1018. − 2+ −10b g 17. _______________b g 18. _______________b g 19. _______________19. − 5+ 2+ − 3 + 4

MATH 050Practice Test 1Page 420. Evaluate − x + 5 for x = 2. 20. _______________21. The temperature at 3 p.m. was −6°F. By 8 p.m. the temperature had dropped 21. _______________another 6 degrees. What was the temperature at 8 p.m.?For problems 22 & 23, subtract.b g22. 2 − −323. 2−524. Perform the necessary operations: − 3+ 5−b−1g22. _______________23. _______________24. _______________25. Evaluate 2 + x− yfor x = − 2 and y = 1. 25. _______________26. Find the difference between a boiling point of 220°F and a freezing point 26. _______________of −45°F.For problems 27 & 28, multiply.b gb g27. 5 −128. −5 −127. _______________28. _______________29. Determine the sign of the product of the following integers (positive OR 29. _______________negative). Do NOT multiply!b gb gb gb gb g−1 −35 42 −210 27 3

MATH 050Practice Test 1Page 5b gb g30. Multiply: 2 −2 −530. _______________For problems 31-34, evaluate.31. b−2g231. _______________32. −2 2 32. _______________33. b−1g634. b−1g1333. _______________34. _______________For problems 35 & 36, divide.35.−10−235. _______________36. 15÷ b−5g36. _______________For problems 37 & 38, evaluate for a =− 6 and b=−3.37.−ab37. _______________38. b 2 38. _______________

MATH 050Practice Test 1Page 6For problems 39 & 40, simplify.b g39. − 1+ 5 −239. _______________40. 2 + 3b3 −5g 40. _______________For problems 41-45, simplify.41. 3a− 8a41. _______________42. −2x−3x 42. _______________43. 3x+ −2xb g 43. _______________44. −6a−5b− a+2b 44. _______________45. − 2 a + 4b g 45. _______________For problems 46 & 47, evaluate for x = 6 and y = −2.46. x− 2 y46. _______________47.x+2y47. _______________

î Þ?æ’ëT Ï“Î$чÒ?û3› ςГÔ$û ØØ Þ?à3ê®Éjß•ï?áÈ ôRíÅÃ»Þ é ô5ñ£árÈ•É è¤áÈ]árÉ’ç Ž ŽÉ"ê“É"æ’É"ßlá’Þ?à}áÈ•Ü“Ý1ê“ܮݭá1Ü“ÝÉœy •ç?ê-áÞ áÈ•É6äbÉjÜ®ïZÈzá9Þ?à}áȕɧÉjý•ïZÉ_œ£ È»çJð‡Ü“ߨï"l‘ ç?Ý1Ü®árÝÝ­ÞB é åjÉ?ñ/ë é Þtð‡Ü®ý•ÉjýárȨܓ݅Éjý¨ïZÉÉ$þ]Ü“Ý árÝjí Í ár鬃 é‚IƒÜ“Ý}árȨɥÝܓߨãÞ?àbÝÞZæ1É¥Éjý•ï?Éù¡ Ó£„•ž¦N;ä!Ü®ÝÉ–ñ/ܯà1l‘ñ•árÈ•ÉÝ­ëCÉ"åjܲç–ê âÞZê:¤&Þ]å"å7 Ý#çEá!ëCÞZÝ­Ü®áÜ“ÞZß Ý­ÿ‡æ é íÍ ¨á!árÈ•Éë»ç?Ü ¨árëU é Þ?àRê“ܮݭárÝ˜ÙŽÓ Ø Ø”Ø Ûí F Ó£„…§; ‚Iƒ Ž œ£ç–ß Éþ¨ç?æ’ë¨ê“É?ñ¥ê®É"á¥ôå¬ û•ñ)l²à é ç é Éjå"á§æ’ç–árågÈ¨Ü“ß•ï ¹Fl:o]FpvppwFnl*í Þ?àml ú-ÝÞ æ ëÉ à K‘óáÞB óFl:o]Fnl ¹ Û$í¥ÇÈ•É"ß äbÉ’È»çJð?É©œ ¹¬ Ù[l ²Fl ¹ Û}ç?ߨýªœoÒ¬ óFl:o$Ûí1Ç鬃 Ùl é¨árëT ]á6Þ–à¥ç?ê®ïZÞ é ܯárÈ•æ åjÞZߨÝÜ“Ýá¨lárÝ,Þ?àárÈ•ÉNê“ܮݭáÝÓ Ø ¬ ÙóÛ&ç?ߨý Ø”Ø Þ ¬²Fl ²Fl ¤?F'¤IFl ¹Fl j Ùl¹ óÛíÙ«¤?F'¤?FnlÓyÖÇÖ54"ùØ Î$û=I¬bÙ ôSF\©?Û…Ì?ÑŠÜ=I­°ÙLôSF¡©ZÛ'܇Î$Ñ7×EûŽÎ}û3›»Î&äQ×EËgÔ$ûß¡ÙÌEÔmÎ#Ë$ü‡Ñ»Ñ»Ð¦Ñ‡Ò¥ûXЦՊÎgԘפÞÌ?ÏÒ‡×EËЦû3›‡Õ.Ô0,¢Ì?ÑŠÜ/jQÝQËrÎgÔ ª»Î-Ù$ûLЦÍ?Î$Ï~ÏBÚ’Ê›»Î$Ñû:›»Î$ËrΘГÔ.ÌËÙg×EѨÔ$û`Ì?Ñ»û-®Ð¦ÑŠÜ‡Î ª»Î$ъ܇Î$Ñ»û3פÞ2"l ²Fl:o12}lô^Ì?ÑŠÜÒ©˜Ý¥Ô$ü4Ù-›,û3›¨Ì?û3ôSF\©?ÛU¯=Y¬3Ù =Y­°Ù ôSF\©?Û!¼®ôSp¨ É,ç?Ý­Ý¡ •æ1É9árÈ»çEá¥árÈ•É&ܮߕëT ¨áÝ­É7œF ¹Fl:o]FpppwFl*F\©Ü®Ý •ÉjߨåjÉ~l Ý­áÞ é É"ý ܮߡçÕÔÔ:9