Giup to khan cap so sanh 6 mu 30 va 12 mu 15
So sanh 4 mu 30 va 8 mu 12
\(4^{30}=2^{60}\)
\(8^{12}=2^{36}\)
mà 60>36
nên \(4^{30}>8^{12}\)
vì \(8^{12}=\left(4x2^{ }\right)^{12}=4^{24}\)
so sanh 12 mu 8 va 8 mu 12
(-5)mu 39 va (-2)mu 91
1) Ta có:
128 = (22.3)8 = 216.38
812 = (23)12 = 236 = 216.220 = 216.(22)10 = 216.410
Vì 216.38 < 216.410
=> 128 < 812
2) Ta có:
(-5)39 = -539 = -(53)13 = -12513
(-2)91 = -291 = -(27)13 = -12813
Vì -12513 > -12813
=> (-5)39 > (-2)91
cac ban oi giup minh voi
so sanh 2 mu 91 va 5 mu 35 dang luy thua lop 6 nang cao
\(2^{91}\)=2,475880079x1027
\(5^{35}\)=2,910383046x1024
Vay \(2^{91}\)>\(5^{35}\)
ta có:2^91>2^90 , 2^90=2^5^18=32^18
5^35<5^36 , 5^36=5^2^18=25^18
vì 32^18>25^18
=>2^91 > 5^35
so sanh
(-1/16) mu 100 va (-1/2) mu 500
(1/81) mu 12 va (1/27) mu 16
(-2) mu 10 va 1000
2 mu 93 va 5 mu 35
a: \(\left(-\dfrac{1}{16}\right)^{100}=\left(\dfrac{1}{16}\right)^{100}=\left(-\dfrac{1}{2}\right)^{400}\)
\(\left(-\dfrac{1}{2}\right)^{500}=\left(-\dfrac{1}{2}\right)^{500}\)
mà \(400< 500\)
nên \(\left(-\dfrac{1}{16}\right)^{100}< \left(-\dfrac{1}{2}\right)^{500}\)
so sanh 2 mu 36 va 3 mu 27
9 mu 20 va 9999 mu 10
54 mu 4 va 21 mu 12
viet cach lam luon nha
Ta có:\(2^{36}\)và \(3^{27}\)
\(2^{36}=\left(2^4\right)^9=16^9\)
\(3^{27}=\left(3^3\right)^9=27^9\)
Vì \(16< 27\Rightarrow16^9< 27^9\)
Vậy....
b,\(9^{20}\)và \(9999^{10}\)
\(9^{20}=\left(9^2\right)^{10}=81^{10}\)
\(9999^{10}\)
Vì \(81< 9999\Rightarrow81^{10}< 9999^{10}\)
Vậy ...
c,\(54^4\)
\(21^{12}=\left(21^3\right)^4=9261^4\)
Vì \(54< 9261\Rightarrow54^4< 9261^4\)
Vậy...
so sanh 12 mu 8 va 27 mu 16 . 16 mu 9
Ta có:
12^8=(3.2^2)^8=3^8.2^16
27^16.16^9=(3^3)^16.(2^4)^9=3^48.2^36
<=>12^8<27^16.16^9
so sanh
a)345 mu 2 va 342.348
b)874 mu 2 va 870.878
giup minh voiiiiiiii
so sanh
9 mu 21 va 729 mu 71
giup minh voi
Ta có : \(729^{71}=\left(9^3\right)^{71}=9^{3.71}=9^{213}\)
Mà \(9^{21}< 9^{213}\)
\(\Rightarrow\) \(9^{21}< 729^{71}\)
Chúc bạn học tốt !
So sanh :
a, 9 mu 5 va 27 mu 3
b, 3 mu 200 va 2 mu 300
c, 31 mu 11 va 17 mu 14
d, 199 mu 20 va 2003 mu 15
e, 2 mu 1993 va 7 mu 714
a, 9^5>27^3
b,3^200>2^300
c, 32^11<17^14