Which of the following is the highest common factor of 4266, 7848, 9540 ?

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Which of the following is the highest common factor of 4266, 7848, 9540 ?

A18

B20

C22

D24

Answer:

A. 18

Read Explanation:

The Highest Common Factor (HCF), is the largest number that divides all three numbers without leaving a remainder.

HCF(4266, 7848, 9540) =18

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Related Questions:

How can $\frac{77}{9}$ be written in the decimal system?

Simplify the expression:

$(0.08\times{1.1}\times{0.05}\times{0.9})$

വലിയ സംഖ്യ ഏത്?

If $522\div{29}=18$ , the $5.22\div{0.0018}=?$

Find the value of

$0.1\bar{8}$