Maths-
General
Easy

Question

Find the GCF (GCD) of the given pair of monomials.
12 a to the power of 5 b space straight & space 16 a to the power of 4 b squared

hintHint:

  • The highest number that divides exactly into two or more numbers is known as GCF.
  • An algebraic expression consisting only one term is called monomial.

The correct answer is: The GCF 12a5b , 16a4b2 is 4a4b


    • We have been given a monomial in the question
    • We have to find the GCF of the given pair of monomial.
    Step 1 of 1:
    We have given two monomials 12 a to the power of 5 b comma 16 a to the power of 4 b squared.

     12 a to the power of 5 b equals 4 cross times 3 cross times a cross times a cross times a cross times a cross times a cross times b

    16 a to the power of 4 b squared equals 4 cross times 4 cross times a cross times a cross times a cross times a cross times b cross times b
    So, The highest factor in these two monomial is 4 cross times a cross times a cross times a cross times a cross times b.
    Ie , 4 a to the power of 4 b
    So, The GCF 12a5b , 16a4b2 is 4a4b

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