Find the HCF at the following numbers by prime factorization method
480,120
Answers
Answered by
2
Answer:
Divide the larger number by the smaller one.
Notice that dividing our numbers leaves no remainder:
480 ÷ 120 = 4 + 0;
=> 480 = 120 × 4;
So, 480 is divisible by 120;
120 is a factor (a divisor) of 480;
Consequently, greatest (highest) common factor (divisor):
gcf, hcf, gcd (480; 120) = 120
Step-by-step explanation:
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Answered by
10
Answer:
ₛₜₑₚ₋ᵦy₋ₛₜₑₚ ₑₓₚₗₐₙₐₜᵢₒₙ:
₂|₄₈₀
₂|₂₄₀
₂|₁₂₀
₂|₆₀
₂|₃₀
₃|₁₅
₅|₅
|₁
₂|₁₂₀
₂|₆₀
₂|₃₀
₃|₁₅
₅| ₅
|₁
₄₈₀₌ ₂×₂×₂×₂×₂×₃×₅
₁₂₀₌ ₂×₂×₂×₃×₅
ₕₑᵣₑ, ₜₕₑ cₒₘₘₒₙ fₐcₜₒᵣₛ ₒf ₄₈₀ ₐₙd ₁₂₀ ₐᵣₑ ₂×₂×₂×₃×₅
ₛₒ, ₜₕₑ ₕᵢgₕₑₛₜ cₒₘₘₒₙ fₐcₜₒᵣ ᵢₛ ₁₂₀
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