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Algebra 1 Part 1 Name___________________________________ Midterm Review Date________________ Period____ ©r f2R0D153V DK2uptEaY oSNoofltwwAavrOeE uLgLRCP.2 x jA4lBl0 8rIiQgmh7tvsN QrAeusNePrRvse7d0.X Evaluate each expression. 1) 6 + 2 ⋅ 3 − 1 − 6 2) 5 ⋅ 2 − 3 + 3 + 3 3) (7 ⋅ 2 − (1 + 1)) ÷ 3 4) 2 + (13 − 6 + 11) ÷ 3 Write each as a verbal expression. 5) b + 11 7) n 2 6) x ⋅ 7 8) 30 − n Write each as an algebraic expression. 9) a number squared is equal to 24 10) 5 more than t is 46 11) x increased by 12 is 11 12) 10 less than m is equal to 26 13) the quotient of a number and 3 is 10 14) the difference of b and 5 is 50 15) half of r is 26 16) k squared ©J j210B1E3A 2KCuOtcaL bS2oSfbt3waaerdex xLlLkCD.b B OAalvlv arciGggh3tbs8 rrWe2sLedrGvJeVdW.z p ZMQaOdDeC Vwpimtih1 lIRnXfIi1nUiDtYex hPDrZew-rA7lTgIeLbFrfa2.q -1- Worksheet by Kuta Software LLC Simplify each expression. 17) 4 x + 10 − 1 + 6 x 18) k − 3 − 10k + 2 19) −5(7 x + 7) − 2 x 20) 8 − 5(1 + 2k) 21) 7(n − 8) + 4n 22) 6( x − 7) − 4 Solve each equation. Show your work! 23) −10 x = 0 25) −26 = x 22 ©7 Q2H0w1n3B hKBugtnau mSJo2fTtuwVaVrReF XLDL8C1.y Z 5Azlzlu prkiXgrh4tLso SrreAspekrWvxeedP.u n gM4a7d3ey xwIintGhi 9IunzfvirnAigt8el 0PprJe8-gA0lkgceZbfrkan.h 24) k − 8 = 4 26) 16 = −5 + v -2- Worksheet by Kuta Software LLC Solve each equation.Show your work! 27) 5 + 4 p = −19 29) x − 5 = −7 2 28) −4 + 2n = 10 30) x − 1 = −2 9 Solve each word problem. Write an equation, and put your answer in a sentence! 31) After paying $5 for a salad, Norachai has $27. With how much money did he start? ©5 X2J0G1e3S XK9uotgaX WS8ohfot0wTa2rWez wL3LHCL.k z iAJlVlS 3rLiKgxhVtQsG Dr9ewsieerEvFegdr.v s NMYatdee5 iwXiOtjhu vI9nafni1nxiftyed fP0rJeB-OA3lgg2eJbgrCaZ.u 32) Find the price of one toy car if three toy cars cost $24. -3- Worksheet by Kuta Software LLC 33) Matt ran 16 miles more than Kayla last week. Matt ran 35 miles. How many miles did Kayla run? 34) Alberto and his best friend found some money buried in a field. They split the money evenly, each getting $21. How much money did they find? Solve each equation. Show your work. 35) 13 + 7m = 8 + 6m 36) 2 x − 5 = −7 + 3 x 37) 7 − 8m − 4m = −2 + 3m − 6m 38) −6 + v + 4 − 8v = 4 − 6v ©u 12h0B1k3X 6KiuntQae 5ScoLfEttwBaXrMer yL9L0CY.U L eA8lNlZ ZrMiwgzhptIsP urTefsBeDrDvaeBdT.m x XMvaZdqe3 Tw2i6tJhl VIKnnfeiAnEiAtde5 0PWrSer-kA5lAgzeZbgrKaX.p -4- Worksheet by Kuta Software LLC 39) 2 + 7n = 1 + 4n + 1 40) 7 + 6n = −5 − 4n + 8n Solve each word problem. Write an equation, and put your answer in a sentence! 41) 197 students went on a field trip. Seven buses were filled and 15 students traveled in cars. How many students were in each bus? 42) Stephanie won 99 pieces of gum playing the bean bag toss at the county fair. At school she gave three to every student in her math class. She only has 9 remaining. How many students are in her class? 43) Half of your baseball card collection got wet and was ruined. You bought 17 cards to replace some that were lost. How many did you begin with if you now have 30? 44) Emily spent half of her weekly allowance playing arcade games. To earn more money her parents let her wash the car for $4. What is her weekly allowance if she ended with $12? ©2 d2X03133U QKWuUtTa5 nSMowfmtywqaorJee TL8LmCR.2 d 5A2lUlK erSizgQhWtysp erueSsqeyrnvDead4.N 6 SMJawd8eG LwIiitKhR rIEnBfRiqniittYes APPrUex-UAnlLg7eDbYr5am.x -5- Worksheet by Kuta Software LLC Solve each equation. Show your work. 45) 154 = −7(3a − 1) 46) 194 = −8(8 − 5n) + 3n 47) 8(k − 2) + 8k = −16 + 5k 48) 4m − 7(m + 2) = −5 + 2(m + 3) ©O b2h0h1c3Q wKHuxt2a5 5Sdo4fHtiw9aordec PLuLqCI.n d WAflxlQ urJiHgph5tFsC TrJeOsoe5rcvteudn.e 3 CMFazdMeM vw9i4tFhm xInnXf2i1neiCtoe9 8PurveM-vANl5gDekbprha4.p -6- Worksheet by Kuta Software LLC Solve each word problem. Write an equation, and put your answer in a sentence! 49) Find the largest of 3 consecutive odd numbers who sum is -819. 50) Find the middle integer of 3 consecutive even integers who sum is 270. 51) Find three consecutive integers such that three times the third is 102 more than the sum of the first and second. 52) There are three consecutive integers such that triple the second is thirty-five more than the sum of the first and third. What is the middle integer? 53) Find three consecutive odd integers who sum is 195. 54) Find three consecutive integers such that the sum of twice the first and the third is seven more than the second. ©Z 82a0G1m3y zKWuxtpaU bSIoufitawHalrXeY CLeLvCN.k n tA6lnlj krmiqgThOt4sz IryeUsSelrevleyds.A n EMLaDdjeH HwhiktGh6 tI5n4f0iqn0ibtSeZ APKrCeT-bAElVgSeNbArfaB.L -7- Worksheet by Kuta Software LLC Solve each proportion. Show your work. 55) a 7 = 10 9 56) 3 5 = 6 n 57) 9 m−3 = 5 2 58) 8 r+1 = 9 2 59) 2 6 = x−8 x 60) b−7 6 = b 8 61) v+9 v+3 = 3 8 62) 8 10 = r+5 r−3 ©L U2A0b1f3w lKpuBtEa7 ZS2orfmt9w5a9rVeb 5LmLPCD.n a oAZlLlF 2rsipgLhlt3sA OrreXsTe8r3vTe7d9.x a yM8axdIey BwAigtGhP 5IcnSfyiwnFi1tFeb dPlrKeg-2AtlYgIeNbsrLak.6 -8- Worksheet by Kuta Software LLC