(282828+989898)*1/2
Tính nhanh: 989898/454545 - 31313131/15151515
\(\dfrac{989898}{454545}-\dfrac{31313131}{15151515}=\dfrac{98\cdot10101}{45\cdot10101}-\dfrac{31\cdot1010101}{15\cdot1010101}\\ =\dfrac{98}{45}-\dfrac{31}{15}=\dfrac{98-31\cdot3}{45}=\dfrac{5}{45}=\dfrac{1}{9}\)
98 - 9 + 98988 + 989898 x 99
98-9+98988+989898x99=98-9+98988+97999902=89+98988+97999920=98098997
Tính A= 989898 * 89-898989*98 / 23+34+45+...+2014^2015
Tính A= 989898 * 89-898989*98 / 23+34+45+...+2014^2015
phan so
191919/282828
191919/282828
Ta có : 191919/282828 = \(\frac{191919:10101}{282828:10101}=\frac{19}{28}\)
Vậy đáp án là : 19/28
k cho tớ nha bn
191919/282828=\(\frac{191919:10101}{282828:10101}=\frac{19}{28}\)
\(\frac{989898\cdot89-898989\cdot98}{2^3+3^4+4^5+...+2014^{2015}}\)
giúp mình với
Gọi A=\(\frac{989898.89-898989.98}{2^3+3^4+...+2014^{2015}}\)
A=\(\frac{98.10001.89-89.10001.98}{2^3+3^4+...+2014^{2015}}\)
A=\(\frac{98.89.\left(10001-10001\right)}{2^3+3^4+...+2014^{2015}}\)
A=\(\frac{98.89.0}{2^3+3^4+...+2014^{2015}}\)
A=\(\frac{0}{2^3+3^4+...+2014^{2015}}\)
A=0
\(\frac{989898.89-898989.98}{2^3+3^4+4^5+...+2014^{2015}}\)\(=\frac{10101.98.89-10101.89.98}{2^3+3^4+4^5+...+2014^{2015}}\)\(=\frac{0}{2^3+3^4+4^5+...+2014^{2015}}\)
\(=0\)
Tính nhanh: a) 1988*1996+1997+1985/1997*1996-1995*1996 b) 989898/454545 - 31313131/15151515
a 989898/454545 - 31313131/15151515
b 10101x < 5/10101 + 5/20202 + 5/30303 + 5/40404
c 1/1000 + 13/1000 + 25/1000 + 37/1000 + 49/1000 + ..........+ 87/1000 + 99/1000.
d 2006/2008 x 2001/2004 x 2008/2002 x 2004/2006 x 1001/2001
a=\(\frac{1}{9}\)
c=\(\frac{3069}{500}\)
rút gọn các phân số sau:
30303/474747 212121/353535 676767/656565 323232/989898
30303/474747=(10101x3)/(10101x47)=3/47
mấy câu sau tương tự nha e tách 10101 ra
Trả lời:
\(\frac{303030}{474747}=\frac{303030:10101}{474747:10101}=\frac{30}{47}\) \(\frac{212121}{353535}=\frac{212121:10101}{353535:10101}=\frac{21}{35}\)
\(\frac{676767}{656565}=\frac{676767:10101}{656565:10101}=\frac{67}{65}\) \(\frac{323232}{989898}=\frac{323232:10101}{989898:10101}=\frac{32}{98}\)
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