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17 January, 11:42

What is the greatest common factor of 63b^2c^4 and 42b^3c^2

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Answers (1)
  1. 17 January, 11:49
    0
    Factor out the GCF of

    21

    b

    2

    c

    2

    from

    63

    b

    2

    c

    4

    +

    42

    b

    3

    c

    2

    .

    Tap for fewer steps ...

    Factor out the GCF of

    21

    b

    2

    c

    2

    from each term in the polynomial.

    Tap for fewer steps ...

    Factor out the GCF of

    21

    b

    2

    c

    2

    from the expression

    63

    b

    2

    c

    4

    .

    21

    b

    2

    c

    2

    (

    3

    c

    2

    )

    +

    42

    b

    3

    c

    2

    Factor out the GCF of

    21

    b

    2

    c

    2

    from the expression

    42

    b

    3

    c

    2

    .

    21

    b

    2

    c

    2

    (

    3

    c

    2

    )

    +

    21

    b

    2

    c

    2

    (

    2

    b

    )

    Since all the terms share a common factor of

    21

    b

    2

    c

    2

    , it can be factored out of each term.

    21

    b

    2

    c

    2

    (

    3

    c

    2

    +

    2

    b

    )

    The greatest common factor

    GCF

    is the term in front of the factored expression.

    21

    b

    2

    c

    2
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