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a) \(9^{21}.9^{33}=9^{21+33}=9^{54}\)
b) \(19^{11}.19.19=19^{11+1+1}=19^{13}\)
c) \(25^2.5^2.125=5^4.5^2.5^3=5^{4+2+3}=5^9\)
d) \(t^{2021}.t^2.\left(t^2\right)^2=t^{2021}.t^2.t^4=t^{2021+2+4}=t^{2027}\)
e) \(123^{14}:123^{13}=123^{14-13}=123\)
f) \(64^2:8^3=\left(8^2\right)^2:8^3=8^4:8^3=8^{4-3}=8=2^3\)
g) \(6^{10}:6^3:36=6^{10}:6^3:6^2=6^{10-3-2}=6^5\)
h) \(m^{20}:m^{10}.m^{10}=m^{20-10+10}=m^{20}\)
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1. 53 = 5.5.5 = 125
2. 27 = 2.2.2.2.2.2.2 = 128
3. 44 = 4.4.4.4 = 256
4. 73 = 7.7.7 = 343
6. 35 = 243
7. 26 = 64
8. 34 = 81
9. 83 = 512
11. 132 = 169
12. 112 = 121
13. 142 = 196
14. 152 = 225
16. 172 = 289
17. 182 = 324
18. 192 = 361
19. 202 = 400
21. 104 = 10000
22. 105 = 100000
23. 106 = 1000000
24. 107 = 10000000
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a, 879 + [ 64 + (-879) + 36 ]
= 879 + 64 - 879 + 36
= (879 - 879) + (64 + 36)
= 100
b, -564 + [ (-724) + 564 + 224 ]
= - 564 - 724 + 564 + 224
= (-564 + 564) + (-724 + 224)
= 0 - 500
= 500
c, [ 461 + (-78) + 40 ] + (-461)
= 461 - 78 + 40 - 461
= (461 - 461) + (40 - 78)
= -38
d, [ 53 + (-76) ] - [ -76 - (-53) ]
= 53 - 76 + 76 - 53
= (53 - 53) + (-76 + 76)
= 0
e, 371 + 731 - 271 - 531
= (371 - 271) + (731 - 531)
= 100 + 200
= 300
f, 57+59+60+61-17-18-19-20-21
= (57 - 17) + (59 - 19) + (60 -20) + (61 - 21) - 18
= 40 + 40 + 40 + 40 -18
= 40 *4 - 18
= 160 - 18
= 142
g, 9-10 + 11-12 + 13-14 + 15-16
= (9-10) + (11-12) + (13-14) + (15-16)
= -1 + (-1) + (-1) + (-1)
= -1 * 4
= -4
h, -1-2-3-4-5 ... -1999-2000-2001-2002
i, [ 453 + 64 + (-879) ] + (-517)
= 453 + 64 - 879 - 517
= [(453 + 64) - 517] - 879
= 0 - 879
= -879
j, -323 + [ (-874) + 564 - 241 ]
= -323 - 874 + 564 - 241
= [(-323 - 241) + 564] - 874
= 0 -874
= -874
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- 22.32.5:22.3-32=3.5-32=15-9=6
- 2.52-22.32:32=2.(52-2)=2.(25-2)=46
3. 33.19-33.12=33.(19-12)=33.7=189
4. 3.52-16:22=3.52-24:22=3.25-4=75-4=71
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\(4^8.2^{20}=2^{16}.2^{20}=2^{36}\)
\(9^{12}.27^5.81^4=3^{24}.3^{15}.3^{16}=3^{55}\)
mk chỉnh đề
\(64^3.4^5.16^2=4^9.4^5.4^4=4^{18}\)
\(25^{20}.125^4=5^{40}.5^{12}=5^{52}\)
\(x^7.x^4.x^3=x^{14}\)
=29.{531-[13.48:2]
=29.{531-312}
=29.219
=6351