Question

find gcd of x3 and 8y3 and x+2y​

Answer 1

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Answer 2

• The gcd of any number or polynomial is defined as the highest common divisor which completely divides the number or any polynomial.
• The gcd of x3 and 8y3 and x+2y​ can be easily calculated by finding the highest common divisor of the three.
• There is no polynomial or number except 1 which completely divides the given three polynomials.
• The gcd of x3 and 8y3 and x+2y​ is 1.