tim x dua vao quan he uoc boi:tim so tu nhien x sao cho x-1 la uoc cua 12tim so tu nhien x sao cho 2x+1 la uoc cua 28tim so tu nhien x sao cho x+15 la boi cua x+3tim cac so nguyen x,y sao cho (x+1)(y-2)=3tim so nguyen x sao cho(x+2).(y-1)=2tim so nguyen to x vua la uoc cua 275 vua la uoc cua 180tim so nguyen to x,y biet x+y=12 va UCLL (x:y)=5tim so tu nhien x,y biet x+y=32 va UCLL (x:y)=8tim so tu nhien x biet x chia het cho10; xchia het cho12; x chia het cho15 va 100<x<150tim so x nho nhat khac 0b...
Đọc tiếp
tim x dua vao quan he uoc boi:
tim so tu nhien x sao cho x-1 la uoc cua 12
tim so tu nhien x sao cho 2x+1 la uoc cua 28
tim so tu nhien x sao cho x+15 la boi cua x+3
tim cac so nguyen x,y sao cho (x+1)(y-2)=3
tim so nguyen x sao cho(x+2).(y-1)=2
tim so nguyen to x vua la uoc cua 275 vua la uoc cua 180
tim so nguyen to x,y biet x+y=12 va UCLL (x:y)=5
tim so tu nhien x,y biet x+y=32 va UCLL (x:y)=8
tim so tu nhien x biet x chia het cho10; xchia het cho12; x chia het cho15 va 100<x<150
tim so x nho nhat khac 0b biet x chia het cho 24 va 30
40 chia het cho x . 56 chia het cho x va x>6
x2-2y2=1
=> x2-2y2=12
=> x2-12=2y2
=> ( x.x ) - ( 1.1 ) = 2y2
+) ( x.x ) - ( 1.1 ) = 2y2
=>\(\begin{cases}x-1=2\\x+1=2y\end{cases}\)
=>\(\begin{cases}x=3\\x+1=y^2\end{cases}\)
Do x=3
=> x + 1 = y2
=>3 + 1 = y2
=> y = 2
+) (x - 1).(y + 1)= 2.y.y
=> x - 1 = y; x + 1= 2.y
=>\(\begin{cases}x=y+1\\x+1=2.y\end{cases}\)
Do x = y + 1
=> x + 1 = 2.y
=> (y + 1) + 1 = 2 . y
=> y + 2 = 2 . y
=> 2 . y - y = 2
Vậy (x; y) \(\in\) {3; 2}