A = x².x⁴.x⁶....x¹⁰⁰

A = x^{2+4+6+...+100}

A = x²⁵⁵⁰

4phần2

4phần4

4phần6

\(\frac{4}{2}\);\(\frac{4}{4}\);\(\frac{4}{6}\)

\(\frac{4}{2}\); \(\frac{4}{4}\); \(\frac{6}{4}\)

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a) 6=2+2+2

7=2+2+3

8=2+3+3

b) 30= 13+17= 7+23

32=3+29 = 19+13

a) Chứng minh: gọi số tự nhiên đó là n (n>5)

+) Nếu n chẵn => n= 2+m trong đó m chẵn ;m>3

+) Nếu n lẻ => n= 3+m trong đó m lẻ; m> 2

Theo mệnh đề Euler => m được viết dưới dạng tổng quát của 2 số nguyên tố

=> n là tổng quát của các số nguên tố

6= 3+3 

7= 2+5

8= 3+5 (dựa vào số lẻ và chẵn như tổng quát trên)

b) CM như câu trên:

30= 7+23

32=19+13

6=2+2+2             7=2+2+3              8=2+3+3

30=13+17           32=13+19

Bài 6: 

a: \(2^{27}=8^9\)

\(3^{18}=9^9\)

b: Vì \(8^9< 9^9\)

nên \(2^{27}< 3^{18}\)

729 = 9³

6/5 = 1,2 

845/100 = 8,45

2012/1000 =2,012

 HT

\(\dfrac{6}{5}=1,2\)

\(8\dfrac{45}{100}=8,45\)