(12+77+34+23+88+45+55+66) x (45.200-1808x25)
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Trả lời :
\(8\times\frac{10}{8}=10\)
\(8\times\frac{100}{8}=100\)
\(8\times125=1000\)
TL:
8 x \(\frac{10}{8}\) = 10
8 x \(\frac{100}{8}\) = 100
8 x 125 = 1000
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![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
![](https://rs.olm.vn/images/avt/0.png?1311)
Ta có : \(\frac{a}{b}=\frac{b}{c}\)
=> a.c = b2
Chứng minh tương tự : a.b = c2
b.c = a2
Thay vào biểu thức M, ta có:
M = \(\frac{a^4.b^{1996}.c^{18}}{\left(c^2\right)^{1009}}\)= \(\frac{a^4.b^{1996}.c^{18}}{\left(a.b\right)^{1009}}\)= \(\frac{a^4.b^{1996}.c^{18}}{a^{1009}.b^{1009}}\)= \(\frac{b^{987}.c^{18}}{a^{1005}}\)
= \(\frac{b^{987}.\left(c^2\right)^9}{a^{1005}}\)= \(\frac{b^{987}.\left(a.b\right)^9}{a^{1005}}\)= \(\frac{b^{996}}{a^{996}}\)= \(\frac{b^{996}}{\left(b.c\right)^{498}}\)= \(\frac{b^{498}}{c^{498}}\)
= \(\frac{b^{498}}{\left(a.b\right)^{498}}\)= \(\frac{b^{249}}{a^{249}}\)= \(\frac{b^{248}.b}{a^{248}.a}\)= \(\frac{b^{248}.b}{\left(b.c\right)^{124}.a}\)= \(\frac{b^{124}.b}{c^{124}.a}\)= \(\frac{b^{124}.b}{\left(a.b\right)^{62}.a}\)
= \(\frac{b^{62}.b}{a^{62}.a}\)= \(\frac{b^{62}.b}{\left(b.c\right)^{31}.a}\)= \(\frac{b^{31}.b}{c^{31}.a}\)= \(\frac{b^{30}.b^2}{c^{30}.a^2}\)= \(\frac{b^{30}.b^2}{\left(a.b\right)^{15}.a^2}\)= \(\frac{b^{15}.b^2}{a.^{15}a^2}\)
= \(\frac{b^{14}.b^3}{a.^{14}a^3}\)= \(\frac{b^{14}.b^3}{\left(b.c\right)^7.a^3}\)= \(\frac{b^7.b^3}{c^7.a^3}\)= \(\frac{b^6.b^4}{c^6.a^4}\)= \(\frac{b^6.b^4}{\left(b.a\right)^3.a^4}\)= \(\frac{b^3.b^4}{a^3.a^4}\)= \(\frac{b^2.b^5}{a^2.a^5}\)= \(\frac{b^2.b^5}{\left(b.c\right)^2.a^5}\)= \(\frac{b^5}{c^2.a^5}\)=
= \(\frac{b^4.b}{c^2.a^5}\)= \(\frac{b^4.b}{a.b.a^5}\)= \(\frac{b^4}{a^6}\)= \(\frac{b^4}{\left(a.b\right)^3}\)= \(\frac{b}{a^3}\)= \(\frac{b}{a^2.a}\)= \(\frac{b}{\left(b.c\right).a}\)= \(\frac{1}{a.c}\)
Vâng, xin chỉ coi đáp án và đừng làm theo phương pháp này, đi thi làm cách này chắc mất cả 60 phút đấy...
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