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A=\(\frac{9^2\times5^3\times2^3}{2^3\times9}\)=\(\frac{9\times5^3}{1}\)=1125
B= 24.325+24x276+24.389 = 24x(325+276+389) = 24x990 = 23760
(23.94+93.45):(92.10-92)
= ( 8. 94+93.9.5):(81.10-81)
= (8.94+94.5):(810-81)
=[94.(8+5)]:729
=[94.13]:729
=6561.13:729
=6561:729.13
=9.13
=117
Mk nhanh nhat day
(23.94+93.45):(92.10-92)
=(23.94+5.94):(81.10-81)
=[94.(8+5)]:(810-81)
=(6561.13):729
=85296:729
=117
43.25.16=(22)3.25.24=26.25.24=215
32.64.82=25.26.26=217
=> A=217:215=217-15=22=4
Đáp số: A=4
\(\frac{32.64.8^2}{4^3\cdot2^5\cdot16}=\frac{2^5.2^6.2^6}{2^6.2^5.2^3}\)
\(=\frac{2^{5+6+6}}{2^{6+5+3}}=\frac{2^{17}}{2^{14}}=2^{17-14}=2^3=8\)
Mình giải thích thêm nha
\(8^2=\left(2^3\right)^2=2^6\)
\(4^3=\left(2^2\right)^3=2^6\)
a) \(3.5^2-16:2^2\)
\(=3.25-16.4\)
\(=75-64\)
\(=11\)
b) \(17.85+15.17-120\)
\(=17.\left(85+15\right)-120\)
\(=17.100-120\)
\(=1700-120\)
\(=1580\)
c) \(\left(3^{15}.4+5.3^{15}\right):3^{16}\)
\(=\left[3^{15}.\left(4+5\right)\right]:3^{16}\)
\(=\left[3^{15}.9\right]:3^{16}\)
\(=\left[3^{15}.3^2\right]:3^{16}\)
\(=3^{17}:3^{16}\)
\(=3\)
a. 3.52 - 24 : 22 = 3.52- 22 = 3.25-4= 75-4 =71
b. 17.(85+15) - 120 = 17.100-120=1700-120=1580
c. |315.(4+5)| :316= (315.9) : 316= 315.32 : 316= 317:316=3
dấu | là ngoặc vuông bn nhé
1.(5.3^11+4.3^12):(3^9.5^2-3^9.2^3)
=(5.3^11+4.3^12):(3^9.5^2-3^9.2^3)
=(5.3^11+4.3^11.3):[3^9.(5^2-2^3)]
=(5.3^11+12.3^11):[3^9.17]
=3^11.(5+12):(3^9.17)
=(3^11.17):(3^9.17)
=17.(3^11:3^9)
=17.3^2
=17.9
=153
2.(12+22+32+...+992+1002).(36.333-108.111)
=2.(12+22+32+...+992+1002).(36.333-36.3.111)
=2.(12+22+32+...+992+1002).(36.333-36.333)
=2.(12+22+32+...+992+1002).0
=0
Trả lời :
a) 43 . 101 - 64
= 64 . 101 - 64
= 64 . ( 101 - 1 )
= 64 . 100 = 6400
b) \(\frac{5^8}{5^5}+3^2.3^3-\left(30-19\right)^2\)
= 53 + 35 - 112
= 125 + 243 - 121
= 247
a) 43 .101 - 64 =
= 43 . 101 - 43
= 43 .( 101 - 1 )
= 43 .100
= 6400
72-36:32
=49-36:9
=49-4
=45
70-[60-(12-8)2]
=70-(60-42)
=70-(60-16)
=70-44
=26
24.5-[131-(13-4)2]
=16.5-(131-92)
=16.5-(131-81)
=16.5-50
=80-50
=30
\(\left(1.2.3.........100\right)\left(1^2+2^2+.....+100^2\right).\left(2^4-4^2\right)\)
\(=\left(1.2.3.4......100\right)\left(1^2+2^2+3^2+....+100^2\right)\left(16-16\right)\)
\(=\left(1.2.3.4......100\right)\left(1^2+2^2+3^2+...+100^2\right).0\)
\(=0\)
(12 + 22 + 32 + ... + 1002).(24 - 42)
=(12 + 22 + 32 + ... + 1002).(16 - 16)
= (12 + 22 + 32 + ... + 1002).0 = 0