To find the largest number that can divide 4059, 4264, and 4182, we need to find the greatest common divisor (GCD) of these three numbers.

Step 1: First, we find the GCD of the first two numbers, 4059 and 4264. Using the Euclidean algorithm, we find that the GCD is 205.

Step 2: Next, we find the GCD of the result from step 1 (205) and the third number (4182). Using the Euclidean algorithm again, we find that the GCD is 41.

Therefore, the largest number that can divide 4059, 4264, and 4182 is 41.

Question

To find the largest number that can divide 4059, 4264, and 4182, we need to find the greatest common divisor (GCD) of these three numbers.

Step 1: First, we find the GCD of the first two numbers, 4059 and 4264. Using the Euclidean algorithm, we find that the GCD is 205.

Step 2: Next, we find the GCD of the result from step 1 (205) and the third number (4182). Using the Euclidean algorithm again, we find that the GCD is 41.

Therefore, the largest number that can divide 4059, 4264, and 4182 is 41.

Knowee AI · Accepted Answer

To find the largest number that can divide 4059, 4264, and 4182, we need to find the greatest common divisor (GCD) of these three numbers.

Step 1: First, we find the GCD of the first two numbers, 4059 and 4264. Using the Euclidean algorithm, we find that the GCD is 205.

Step 2: Next, we find the GCD of the result from step 1 (205) and the third number (4182). Using the Euclidean algorithm again, we find that the GCD is 41.

Therefore, the largest number that can divide 4059, 4264, and 4182 is 41.

Find the largest number which can divide 4059, 4264 and 4182.Choices:- 43 42 123 41

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