初一数学下册同底数幂的除法练习题 2.docx

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初一数学下册同底数幂的除法练习题 2.docx

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初一数学下册同底数幂的除法练习题 2.docx

初一数学下册同底数幂的除法练习题初一数学下册同底数幂的除法练习题2215210(xy)9(xy)267m+264ma12a8(ab)7(ab)593n93n+4a9a(x)8(x)510-121028(xy)9(xy)5b4m+8b6a8a2(x)7(x)357n+853n+5210210(xy)8(xy)463m+767ma15a8(ab)7(ab)496n98n+1a8a5(x)7(x)210-329210(xy)6(xy)5b6m+2b7a9a3(x)6(x)355n+958n+528213(xy)9(xy)63m+36ma14a8(ab)9(ab)495n99n+9a9a5(x)6(x)210-121228(xy)6(xy)3b7m+1b9a6a5(x)9(x)452n+956n+8210211(xy)9(xy)468m+863ma10a9(ab)7(ab)496n97n+5a8a2(x)9(x)10-229214(xy)6(xy)5b8m+8ba8a3(x)8(x)56n+954n+5215210(xy)9(xy)569m+766ma10a2(ab)9(ab)49n94n+2a7a4(x)7(x)410-121326(xy)8(xy)2b9m+9b8a9a4(x)8(x)53n+955n+8213215(xy)7(xy)566m+364ma13a(ab)9(ab)499n95n+8a6a3(x)7(x)410-521423(xy)8(xy)5b5m+9b5a8a(x)6(x)55n+755n+3211210(xy)7(xy)369m+762ma10a3(ab)8(ab)392n94n+6a9a5(x)8(x)210-621223(xy)8(xy)b8m+7b7a6a2(x)6(x)553n+452n+5214210(xy)6(xy)565m+762ma13a9(ab)7(ab)396n96n+9a7a3(x)7(x)410-42828(xy)6(xy)2b6m+4b2a7a4(x)9(x)558n+75n+3213212(xy)8(xy)363m+369ma15a4(ab)6(ab)29n98n+2a7a3(x)8(x)310-628210(xy)8(xy)5b4m+2b4a6a5(x)6(x)254n+258n+529214(xy)6(xy)267m+96ma9a2(ab)6(ab)592n93n+9a8a(x)8(x)510-22827(xy)7(xy)3b8m+5b5a9a2(x)6(x)554n+859n+12928(xy)7(xy)564m+16ma11a7(ab)6(ab)298n95n+2a9a3(x)9(x)510-121124(xy)7(xy)2b3m+6b2a9a2(x)8(x)557n+259n+521229(xy)9(xy)68m+364ma8a7(ab)8(ab)95n97n+1a9a5(x)9(x)310-2212213(xy)6(xy)3b2m+1b8a9a4(x)6(x)259n+552n+721425(xy)6(xy)262m+262ma9a4(ab)9(ab)9n97n+2a8a2(x)8(x)510-3215212(xy)7(xy)b8m+8b7a6a2(x)7(x)258n+85n+9210211(xy)8(xy)265m+567ma10a6(ab)9(ab)392n95n+8a9a3(x)7(x)10-121027(xy)6(xy)b9m+3b5a7a3(x)6(x)553n+95n+5213212(xy)6(xy)467m+469ma9a3(ab)7(ab)496n9n+2a9a5(x)9(x)210-3211210(xy)6(xy)5b3m+9b9a6a2(x)8(x)557n+756n+3215215(xy)7(xy)66m+766ma14a10(ab)8(ab)95n92n+4a9a4(x)8(x)410-129215(xy)7(xy)2b7m+8b9a6a(x)8(x)556n+85n+721128(xy)9(xy)565m+766ma10a5(ab)7(ab)94n9n+5a6a3(x)8(x)10-4210210(xy)6(xy)b6m+6b3a6a2(x)7(x)356n+358n+229210(xy)7(xy)6m+262ma9a3(ab)7(ab)292n93n+3a7a3(x)9(x)10-1210210(xy)8(xy)2b7m+8b7a6a2(x)7(x)355n+959n+521523(xy)8(xy)264m+267ma8a5(ab)6(ab)395n94n+1a6a2(x)6(x)310-621425(xy)9(xy)2b3m+6b8a9a2(x)6(x)453n+952n+621225(xy)9(xy)565m+367ma8a2(ab)8(ab)592n98n+9a7a3(x)6(x)510-621426(xy)8(xy)2b8m+9b3a6a(x)8(x)57n+157n+221323(xy)7(xy)264m+465ma8a10(ab)8(ab)493n92n+4a6a(x)9(x)410-52824(xy)7(xy)4b9m+9b3a9a(x)6(x)558n+257n+22828(xy)8(xy)268m+669ma13a4(ab)9(ab)393n9n+7a6a4(x)9(x)210-621224(xy)7(xy)4b7m+9b5a8a(x)7(x)359n+654n+9211212(xy)6(xy)26m+669ma11a2(ab)9(ab)9n95n+7a8a5(x)8(x)310-6212210(xy)9(xy)b4m+6b2a9a2(x)6(x)256n+456n+5215213(xy)7(xy)467m+465ma10a5(ab)7(ab)94n99n+3a9a3(x)8(x)210-429211(xy)8(xy)b3m+6b8a7a5(x)9(x)552n+454n+928210(xy)6(xy)463m+468ma15a3(ab)7(ab)395n97n+6a9a4(x)8(x)310-5213215(xy)9(xy)5b5m+5b6a6a(x)8(x)458n+856n+2212211(xy)8(xy)365m+162ma12a8(ab)7(ab)298n99n+6a8a2(x)8(x)310-121426(xy)9(xy)2b4m+1b2a8a3(x)9(x)454n+459n+52924(xy)8(xy)56m+462ma15a10(ab)8(ab)397n93n+1a7a4(x)9(x)10-5

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