9600=2^7×3^1×5^2(2的7次方乘以3的1次方乘以5的平方)
所以9600共有(7+1)×(1+1)×(2+1)=48個因數
分別為:
2^0×3^0×5^0=1
2^1×3^0×5^0=2
2^2×3^0×5^0=4
2^3×3^0×5^0=8
2^4×3^0×5^0=16
2^5×3^0×5^0=32
2^6×3^0×5^0=64
2^7×3^0×5^0=128
2^0×3^1×5^0=3
2^1×3^1×5^0=6
2^2×3^1×5^0=12
2^3×3^1×5^0=24
2^4×3^1×5^0=48
2^5×3^1×5^0=96
2^6×3^1×5^0=192
2^7×3^1×5^0=384
2^0×3^0×5^1=5
2^1×3^0×5^1=10
2^2×3^0×5^1=20
2^3×3^0×5^1=40
2^4×3^0×5^1=80
2^5×3^0×5^1=160
2^6×3^0×5^1=320
2^7×3^0×5^1=640
2^0×3^1×5^1=15
2^1×3^1×5^1=30
2^2×3^1×5^1=60
2^3×3^1×5^1=120
2^4×3^1×5^1=240
2^5×3^1×5^1=480
2^6×3^1×5^1=960
2^7×3^1×5^1=1920
2^0×3^0×5^2=25
2^1×3^0×5^2=50
2^2×3^0×5^2=100
2^3×3^0×5^2=200
2^4×3^0×5^2=400
2^5×3^0×5^2=800
2^6×3^0×5^2=1600
2^7×3^0×5^2=3200
2^0×3^1×5^2=75
2^1×3^1×5^2=150
2^2×3^1×5^2=300
2^3×3^1×5^2=600
2^4×3^1×5^2=1200
2^5×3^1×5^2=2400
2^6×3^1×5^2=4800
2^7×3^1×5^2=9600
9600=2^7×3^1×5^2(2的7次方乘以3的1次方乘以5的平方)
所以9600共有(7+1)×(1+1)×(2+1)=48個因數
分別為:
2^0×3^0×5^0=1
2^1×3^0×5^0=2
2^2×3^0×5^0=4
2^3×3^0×5^0=8
2^4×3^0×5^0=16
2^5×3^0×5^0=32
2^6×3^0×5^0=64
2^7×3^0×5^0=128
2^0×3^1×5^0=3
2^1×3^1×5^0=6
2^2×3^1×5^0=12
2^3×3^1×5^0=24
2^4×3^1×5^0=48
2^5×3^1×5^0=96
2^6×3^1×5^0=192
2^7×3^1×5^0=384
2^0×3^0×5^1=5
2^1×3^0×5^1=10
2^2×3^0×5^1=20
2^3×3^0×5^1=40
2^4×3^0×5^1=80
2^5×3^0×5^1=160
2^6×3^0×5^1=320
2^7×3^0×5^1=640
2^0×3^1×5^1=15
2^1×3^1×5^1=30
2^2×3^1×5^1=60
2^3×3^1×5^1=120
2^4×3^1×5^1=240
2^5×3^1×5^1=480
2^6×3^1×5^1=960
2^7×3^1×5^1=1920
2^0×3^0×5^2=25
2^1×3^0×5^2=50
2^2×3^0×5^2=100
2^3×3^0×5^2=200
2^4×3^0×5^2=400
2^5×3^0×5^2=800
2^6×3^0×5^2=1600
2^7×3^0×5^2=3200
2^0×3^1×5^2=75
2^1×3^1×5^2=150
2^2×3^1×5^2=300
2^3×3^1×5^2=600
2^4×3^1×5^2=1200
2^5×3^1×5^2=2400
2^6×3^1×5^2=4800
2^7×3^1×5^2=9600