a) BCNN (24, 10) = 120

b) BCNN ( 8, 12, 15) = 120

10=2.5

12=2².3

15=3.5

suy ra: BCNN(10;12;15)=2².3.5=60              

60          

\(BCNN\left(20,30\right)=60\\ BCNN\left(84,108\right)=756\\ BCNN\left(45,150\right)=450\\ BCNN\left(12,15,10\right)=60\)

a) 60

b) 756

c) 450

d) 30

BCNN(15;3) = 15

BCNN(11;3;33) = 33

BCNN(6;2;12) = 36

BCNN(4;3;15) = 60

a: \(24=2^3\cdot3;10=2\cdot5\)

=>BCNN(24;10)=\(2^3\cdot3\cdot5=8\cdot15=120\)

=>BC(24;10)=B(120)={120;240;360;...}

b: \(60=2^2\cdot3\cdot5;128=2^7\)

=>BCNN(60;128)=\(2^7\cdot3\cdot5=128\cdot15=1920\)

=>BC(60;128)=B(1920)={1920;3840;...}

c: \(98=2\cdot7^2;72=2^3\cdot3^2\)

=>BCNN(98;72)=\(2^3\cdot3^2\cdot7^2=3528\)

=>BC(98;72)=B(3528)={3528;7056;...}

d: \(10=2\cdot5;12=2^2\cdot3;15=3\cdot5\)

=>BCNN(10;12;15)=\(2^2\cdot3\cdot5=60\)

=>BC(10;12;15)=B(60)={60;120;180;...}

e: \(56=2^3\cdot7;70=2\cdot5\cdot7;126=2\cdot3^2\cdot7\)

=>BCNN(56;70;126)=\(2^3\cdot3^2\cdot5\cdot7=2520\)

=>BC(56;70;126)=B(2520)={2520;5040;...}

f: \(8=2^3;12=2^2\cdot3;15=3\cdot5\)

=>BCNN(8;12;15)=\(2^3\cdot3\cdot5=8\cdot3\cdot5=120\)

=>BC(8;12;15)=B(120)={120;240;360;...}

bạn lấy máy tính làm ik

Phân tích ra thừa số nguyên tố mik ấn:15,=,shift,..,..

\(BCNN\left(15;45\right)=45\)

\(BCNN\left(10;12;18\right)=180\)

BCNN là j bn

bn là cái j

a. Ta có: 
24 = 2³ . 3
10 = 2 . 5
BCNN (24,10) = 2³. 3 . 5 = 120
BC (24,10) = B (120) = {0; 120; 240; 360; 480; 600; ....}

Bạn dựa vào câu a) làm những câu còn lại nhé!