find the greatest common factor of the following monominal : 2a 40a^3

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find the greatest common factor of the following monominal : 2a 40a^3

Algebra
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gcf of 2 and 40 is ?
2
k good

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Other answers:

so whats the answer
how about the gcf of \(a\) and \(a^3\)?
2?
no
your answer should have an \(a\) in it , not a number
a^2
there is no \(a^2\) in \(a\) lets go slow
ok
suppose \(a=10\) then you would have \(10\) and \(1000\) what is the gcf of 10 and1000?
please come back to my question :) @satellite73
did i lose you @crissyyyxoxo123 ?
10
right
and if \(a=3\) you would have \(3\) and \(27\) gcf is 3 similarly if it is \(a\) and \(a^3\) then gcf is \(a\)
gcf of \(2a\) and \(40a^3\) is \(2a\)
right
\(2a\) goes in to \(2a\) once and \(2a\) goes in to \(40a^3\) evenly since \(40a^3\div 2a=20a^2\)
so 20a^2 is the answer
yes
not final
that wasnt right >.<
the final answer is \(2a\)

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