初一数学下册同底数幂的乘法练习题 48.docx

1、初一数学下册同底数幂的乘法练习题 48b3b2 (c)5(c)m 10710310y3y7 (b)6(b)4 gg8g7a2a5 (c)3(c)m e2e11a5a4 (c)2(c)m cc7b4b7 (b)8(b)7 x3x3y6y5 (c)6(c)m b5b10a4a6 (b)5(b)3 aa9anb8b2 (c)5(c)m 10410910y7y18 (b)3(b)7 gg2g3a7a6 (c)6(c)m e6e9a7a2 (c)2(c)m cc2b7b2 (b)5(b)3 x9x7y5y2 (c)7(c)m b9b8a4a4 (b)4(b)8 aa9anb9b3 (c)2(c)m 10

2、510210y4y15 (b)5(b)2 gg6g5a7a4 (c)7(c)m e8e3a3a6 (c)2(c)m cc2b9b4 (b)8(b)3 x6x9y3y17 (c)3(c)m b3b2a8a3 (b)2(b)3 aa4anb6b8 (c)9(c)m 10710910y8y15 (b)3(b)2 gg6g4a8a6 (c)4(c)m e2e9a8a4 (c)3(c)m cc13b6b8 (b)2(b)5 x2x5y6y12 (c)5(c)m b11b6a6a4 (b)2(b)2 aa6anb9b5 (c)8(c)m 10210410y9y10 (b)2(b)7 gg4g4a7a7 (

3、c)3(c)m e10e7a7a2 (c)5(c)m cc9b4b7 (b)2(b)2 x3x5y3y9 (c)8(c)m b3b8a8a3 (b)6(b)6 aa4anb2b2 (c)3(c)m 10510210y7y20 (b)3(b)4 gg4g8a7a2 (c)2(c)m e8e5a2a8 (c)3(c)m cc11b5b9 (b)5(b)3 x5x4y3y2 (c)9(c)m b9b2a5a6 (b)8(b)4 aa2anb3b8 (c)5(c)m 10710910y5y5 (b)9(b)3 gg4g6a3a9 (c)4(c)m e10e7a9a6 (c)5(c)m cc2b4b9

4、(b)7(b)8 x5x9y5y17 (c)7(c)m b3b2a3a8 (b)4(b)3 aa4anb7b6 (c)9(c)m 10510810y2y12 (b)5(b)4 gg2g4a4a9 (c)2(c)m e4e9a6a8 (c)5(c)m cc15b8b2 (b)2(b)2 x6x9y6y10 (c)2(c)m b11b8a4a7 (b)7(b)7 aa9anb4b6 (c)6(c)m 10710210y9y14 (b)7(b)2 gg9g4a3a3 (c)2(c)m e2e11a2a2 (c)7(c)m cc7b7b7 (b)2(b)3 x9x8y9y11 (c)3(c)m b5b

5、2a7a2 (b)6(b)9 aa9anb9b8 (c)9(c)m 10310610y5y4 (b)2(b)2 gg9g4a4a9 (c)7(c)m e8e9a3a3 (c)3(c)m cc9b2b6 (b)6(b)6 x8x9y7y14 (c)6(c)m b3b4a5a6 (b)3(b)5 aa5anb9b2 (c)8(c)m 10610610y6y9 (b)9(b)8 gg5g3a3a9 (c)2(c)m e10e7a6a8 (c)9(c)m cc10b9b2 (b)8(b)9 x7x4y8y14 (c)6(c)m b5b4a7a7 (b)5(b)7 aa8anb4b3 (c)5(c)m

6、10610410y7y10 (b)4(b)8 gg3g5a7a5 (c)5(c)m e8e3a9a9 (c)8(c)m cc6b3b5 (b)5(b)5 x2x4y8y8 (c)3(c)m b5b4a5a7 (b)8(b)7 aa2anb5b2 (c)9(c)m 10310610y5y8 (b)7(b)5 gg3g8a3a5 (c)5(c)m e8e9a5a5 (c)6(c)m cc13b4b6 (b)8(b)4 x9x8y3y20 (c)7(c)m b5b2a7a2 (b)4(b)3 aa9anb7b4 (c)7(c)m 10410810y7y20 (b)3(b)9 gg5g4a4a6 (c

7、)8(c)m e10e5a9a5 (c)7(c)m cc5b5b3 (b)8(b)9 x8x5y3y13 (c)6(c)m b11b4a2a8 (b)7(b)5 aa3anb8b4 (c)3(c)m 10410710y9y6 (b)9(b)7 gg3g7a4a2 (c)4(c)m e4e11a8a3 (c)4(c)m cc8b8b7 (b)3(b)7 x4x9y4y4 (c)3(c)m b9b10a4a5 (b)5(b)7 aa7anb2b7 (c)4(c)m 10210410y3y15 (b)5(b)9 gg4g5a9a8 (c)3(c)m e6e11a4a8 (c)2(c)m cc4b5b

8、5 (b)6(b)2 x3x8y3y13 (c)3(c)m b7b8a9a7 (b)7(b)5 aa8anb2b7 (c)7(c)m 10210310y3y11 (b)4(b)3 gg3g8a2a5 (c)2(c)m e8e3a2a2 (c)6(c)m cc10b2b6 (b)3(b)4 x6x4y8y9 (c)6(c)m b3b6a4a8 (b)6(b)8 aa9anb3b5 (c)9(c)m 10210810y9y15 (b)4(b)9 gg4g6a8a5 (c)5(c)m e2e7a7a5 (c)4(c)m cc6b7b8 (b)5(b)2 x7x4y5y8 (c)9(c)m b5b6a

9、7a5 (b)7(b)4 aa5anb8b8 (c)6(c)m 10210210y8y11 (b)5(b)5 gg8g7a5a3 (c)2(c)m e4e5a2a3 (c)7(c)m cc2b4b4 (b)2(b)2 x8x5y9y10 (c)7(c)m b3b10a3a9 (b)5(b)9 aa9anb6b9 (c)6(c)m 10710610y5y17 (b)5(b)2 gg2g5a7a9 (c)2(c)m e4e9a9a8 (c)9(c)m cc8b4b4 (b)5(b)4 x3x3y6y15 (c)7(c)m b7b6a2a4 (b)6(b)8 aa3anb2b6 (c)4(c)m 1

10、0610510y6y7 (b)3(b)6 gg5g7a8a9 (c)5(c)m e6e3a9a6 (c)5(c)m cc7b9b9 (b)2(b)3 x2x2y7y9 (c)6(c)m b7b8a9a3 (b)9(b)8 aa4anb9b4 (c)3(c)m 10610810y7y2 (b)5(b)2 gg8g9a5a3 (c)6(c)m e6e7a2a8 (c)7(c)m cc11b2b9 (b)3(b)5 x7x8y3y17 (c)6(c)m b11b8a5a2 (b)8(b)4 aa8anb2b8 (c)2(c)m 10510610y3y10 (b)3(b)5 gg9g3a6a7 (c)6(c)m e2e3a2a7 (c)4(c)m cc13b9b6 (b)7(b)4 x3x8y4y2 (c)7(c)m b11b10a3a3 (b)7(b)8 aa4anb3b5 (c)6(c)m 10410710y2y14 (b)3(b)2 gg6g8a8a3 (c)4(c)m e10e3a2a3 (c)6(c)m cc2b3b6 (b)5(b)2 x6x2y3y18 (c)5(c)m b5b6a9a7 (b)2(b)2 aa2anb5b8 (c)4(c)m 10410810y8y19 (b)7(b)9 gg6g6a6a6 (c)2(c)m e6e5