Factors of 60000
2026-02-28 01:10 Diff

The factor tree is the graphical representation of breaking down any number into prime factors. The following step shows -

Step 1: Firstly, 60000 is divided by 2 to get 30000.

Step 2: Now divide 30000 by 2 to get 15000.

Step 3: Then divide 15000 by 2 to get 7500.

Step 4: Divide 7500 by 2 to get 3750.

Step 5: Divide 3750 by 2 to get 1875.

Step 6: Divide 1875 by 3 to get 625.

Step 7: Divide 625 by 5 to get 125.

Step 8: Divide 125 by 5 to get 25.

Step 9: Divide 25 by 5 to get 5. Here, 5 is the smallest prime number, that cannot be divided anymore. So, the prime factorization of 60000 is: 25 × 3 × 54.

Factor Pairs: Two numbers that are multiplied to give a specific number are called factor pairs. Both positive and negative factors constitute factor pairs.

Positive factor pairs of 60000: (1, 60000), (2, 30000), (3, 20000), (4, 15000), (5, 12000), (6, 10000), (8, 7500), (10, 6000), (12, 5000), (15, 4000), (16, 3750), (20, 3000), (24, 2500), (25, 2400), (30, 2000), (40, 1500), (48, 1250), (50, 1200), (60, 1000), (75, 800), (80, 750), (100, 600), (120, 500), (125, 480), (150, 400), (200, 300), and (240, 250).

Negative factor pairs of 60000: (-1, -60000), (-2, -30000), (-3, -20000), (-4, -15000), (-5, -12000), (-6, -10000), (-8, -7500), (-10, -6000), (-12, -5000), (-15, -4000), (-16, -3750), (-20, -3000), (-24, -2500), (-25, -2400), (-30, -2000), (-40, -1500), (-48, -1250), (-50, -1200), (-60, -1000), (-75, -800), (-80, -750), (-100, -600), (-120, -500), (-125, -480), (-150, -400), (-200, -300), and (-240, -250).