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=\(5^{20}:\left(5^{15}.6+5^{15}+19\right)\)
=\(5^{20}:[5^{15}\left(6+19\right)\)
=\(5^{20}:[5^{15}.25]\)
=\(5^{20}:5^{15}.5^2\)
=\(5^3\)
520 : ( 515 . 6 + 515 + 19 )
= 520 : [ 515. ( 6 + 9 ) ]
= 520 : [ 515 . 15 ]
= 520 : 515 . 15
= 55 . 15
= 3125 . 15
= 46875
A/B=5.4^15.9^9-4.3^20.8^9/2^29.3618.6^19-7.2^29.27^6
=2^29.3618.(5.2-3^2)/2^28.3^18.(5.3-7.2)
=2.1/1
=2
vậy A:B=2
520 : ( 515 . 6 + 515 . 19)
=5^20: [5^15(6+19)]
=5^20:5^15.5^2
=5^3
\(5^{20}\div\left(5^{15}.6+5^{15}.19\right)\)
\(=\)\(5^{20}\div\left[5^{15}.\left(6+19\right)\right]\)
\(=\)\(5^{20}\div\left[5^{15}.25\right]\)
\(=\)\(5^{20}\div\left[5^{15}.5^2\right]\)
\(=\)\(5^{20}\div5^{17}\)
\(=\)\(5^3\)
\(=\)\(125\)
=520:(515*(6+19))
=520:(515*25)
=520:(515*52)
=520:517=53=125
k cho mình nha
\(5^{20}:\left(5^{15}.6+5^{15}.19\right)\)
=\(5^{20}:5^{15}.\left(6+19\right)\)
=\(5^{20}:5^{15}.25\)
=\(5^{20}:5^{15}.5^2\)
=\(5^{20}:5^{17}\)
=\(5^3\)=125.
Bài 1:
520 : [ 515 . 6 + 515 . 19 ]
= 520 : [ 515 . ( 6 + 19 ) ]
= 520 : [ 515 . 25 ]
= 520 : [ 515 . 52 ]
= 520 : 517
= 53
Bài 2
a) 5x + x = 39 - 311 : 39
=> 6x = 39 - 32
=> 6x = 39 - 9
=> 6x = 30
=> x = 5
b) 7x - x = 521 : 519 + 3 . 22 - 70
=> 6x = 52 + 3 . 4 - 1
=> 6x = 25 + 12 - 1
=> 6x = 36
=> x = 6
c) 7x - 2x = 617 : 615 + 44 : 11
=> ( 7 - 2 )x = 62 + 4
=> 5x = 36 + 4
=> 5x = 40
=> x = 8
1. \(5^{20}:\left(5^{15}.6+5^{15}.19\right)=5^{20}:\left\{5^{15}\left(6+19\right)\right\}\)
\(=5^{20}:\left\{5^{15}.25\right\}=5^{20}:\left\{5^{15}.5^2\right\}\)
\(=5^{20}:5^{17}=5^3=125\)
5^20 : (5^15.6 + 5^15.19)
=5^20 : [5^15.(6+19)]
=5^20 : (5^15.25)
=5^20 : (5^15.5^2)
=5^20:5^17
=5^3
=125
\(5^{20}:\left(5^{15}.6+5^{15}.19\right)\)
\(=5^{20}:\left[5^{15}.\left(6+19\right)\right]\)
\(=5^{20}:\left(5^{15}.25\right)\)
\(=5^{20}:\left(5^{15}.5^2\right)\)
\(=5^{20}:5^{15+2}\)
\(=5^{20}:5^{17}\)
\(=5^{20-17}\)
\(=5^3\)
\(=125\)
Có gạch ngang của phân số nhưng hơi mờ,các bạn chịu khó nhìn kĩ nhé:)
5^20:(5^15.6+5^15.19)
=5^20:[5^15.(6+19)]
=5^20:(5^15.5^2)
=5^20:5^17
=5^3=125
\(5^{20}:\left(5^{15}\cdot6+5^{15}\cdot19\right)\)
\(=5^{20}:\left[5^{15}\left(6+19\right)\right]\)
\(=5^{20}:\left(5^{15}\cdot5^2\right)\)
\(=5^{20}:5^{17}=5^3=125\)
\(5^{20}:\left(5^{15}\cdot6+5^{15}\cdot19\right)\)
\(=5^{20}:[5^{15}\cdot\left(6+19\right)\)
\(=5^{20}:\left(5^{15}\cdot25\right)\)
\(=5^{20}:\left(5^{15}\cdot5^2\right)\)
\(=5^{20}:5^{15+2}\)
\(=5^{20}:5^{17}\)
\(=5^{20-17}\)
\(=5^3\)
\(=125\)