Question

Numeros divisibles

144= 253=

425= 376=

400=

933=

1150=

11428=

2000=

2500=

3220=

7006=

10000=

6339=

6339=

4341=

9999=

Answer 1

Explicación paso a paso:

144l2

72l2

36l2

18l2

9l3

3l3

1

144[2,3,4,8,9,12,16,18,36,72,144]

253l11

23l23

1

253{11,23,253}

425l5

85l5

17l17

1

425 {5,17,25,85,425}

376l2

188l2

94l2

47l47

1

376{2,4,8,47,94,188,376}

400l2

200l2

100l2

50l2

25l5

5l5

1

400 {2,4,5,8,10,16,20,25,50,100,200,400}

933l3

311l311

1

933 {3,311,933}

1150l2

575l5

115l5

23l23

1

1150 {2,10,23,115,575,1150]

11428l2

5714l2

2857l2857

1

11428 {2,4,2857,5714,11428}

2000l2

1000l2

500l2

250l2

125l5

25l5

5l5

1

2000 {2,4,6,8,10,16,20,25,40,80,125,250,500,1000,2000,}

2500l2

1250l2

625l5

125l5

25l5

5l5

1

2500 {2,4,5,10,20,25,100,50,125,625,1250,2500}

3220l2

1610l2

805l5

161l7

23l23

1

3220 {2,4,5,7,10,20,23,161,805,1610,3229}

7006l2

3503l31

113l113

7006 {2,31,113,3503,7006}

10000l2

5000l2

2500I2

1250l2

625l5

125l5

25l5

5l5

1

10000 {2,4,10,20,25,125,625,1250,2500}

6339l3

2113l2113

1

6339 {3,2113,6339}

4341l3

1447l1447

4341 {3,1447,4341}

9999l3

3333l3

1111l11

101l101

1

9999 {3,9,11,33,101,1111,3333,9999}