Question

Factors of 1560

Answer 1

There are 32 divisors, and divisors=factors.
\(1 | 2 | 3 | 4 | 5 | 6 | 8 | 10 | 12 | 13 | 15 | 20 | 24 | 26 | 30 | 39 |\)\( 40 | 52 | 60 | 65 | 78 | 104 | 120 | 130 | 156 | 195 | 260 | 312 | \) \(390 | 520 | 780 | 1560\)

Answer 2

@DangerousJesse how you have get these ? make understandably please !!!

Answer 3

@Sevalion not is sure that understand what you have wrote there above

Answer 4

\(2^0×3^0×5^0×13^0 = 1 \)\( 2^1×3^0×5^0×13^0 = 2 \)\( 2^2×3^0×5^0×13^0 = 4\)\(2^3×3^0×5^0×13^0 = 8 \)\( 2^0×3^1×5^0×13^0 = 3 \)\( 2^1×3^1×5^0×13^0= 6\)\(2^2×3^1×5^0×13^0 = 12 \)\( 2^3×3^1×5^0×13^0 = 24 \)\( 2^0×3^0×5^1×13^0 = 5\)\(2^1×3^0×5^1×13^0 = 10 \)\( 2^2×3^0×5^1×13^0 = 20 \)\( 2^3×3^0×5^1×13^0= 40\)\(2^0×3^1×5^1×13^0 = 15 \)\( 2^1×3^1×5^1×13^0 = 30 \)\(2^2×3^1×5^1×13^0 = 60\)\(2^3×3^1×5^1×13^0 = 120 \)\( 2^0×3^0×5^0×13^1 = 13 \)\( 2^1×3^0×5^0×13^1 = 26\)\(2^2×3^0×5^0×13^1 = 52 \)\( 2^3×3^0×5^0×13^1 = 104 \)\( 2^0×3^1×5^0×13^1 = 39\)\(2^1×3^1×5^0×13^1 = 78 \)\( 2^2×3^1×5^0×13^1 = 156 \)\(2^3×3^1×5^0×13^1 = 312 \)\(2^0×3^0×5^1×13^1= 65 \)\( 2^1×3^0×5^1×13^1 = 130 \)\( 2^2×3^0×5^1×13^1= 260\)\(2^3×3^0×5^1×13^1 = 520 \)\( 2^0×3^1×5^1×13^1 = 195 \)\(2^1×3^1×5^1×13^1 = 390\)\(2^2×3^1×5^1×13^1 = 780 \)\( 2^3×3^1×5^1×13^1 = 1560\)

Answer 5

I don't bother to explain GCF and GCD when the asker doesn't bother to stick around to see the explanation. There's no reason to waste my time when my words fall on deaf ears. @jhonyy9

Answer 6

so just you need writing here step by step and that's ALL ...