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OpenStudy (anonymous):
*Medal and fan*
Find the GCF of the monomials.
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OpenStudy (anonymous):
\[a^2b^3, ab^3\]
OpenStudy (faiqraees):
whats common in both of them
OpenStudy (anonymous):
Um, they both have the variable a and b in their terms?
OpenStudy (faiqraees):
and what's the maximum power of b in both?
OpenStudy (anonymous):
3
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OpenStudy (faiqraees):
so our gcf will be ab^3
OpenStudy (anonymous):
But how? A only goes to 2 when it comes to powers?
OpenStudy (faiqraees):
the first one has two a's whereas second one has only one a
SO only one a is common in both of them
OpenStudy (anonymous):
If I were to break apart the equation, would I write:
ab*ab*ab?
-or-
a*b*a*b*a*b?
OpenStudy (faiqraees):
both are correct but just because ab is in reality a*b. If you talk about fulling breaking the equation then the second one is correct
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OpenStudy (anonymous):
Okay, this is how I find the GCF(?):
\[a^2b^3\]
a*a*b*b*b
\[ab^3\]
ab*ab*ab
OpenStudy (anonymous):
Just basically match them up?
OpenStudy (faiqraees):
Yes
OpenStudy (faiqraees):
Find the similar terms.
OpenStudy (anonymous):
This is where I'm confused.
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OpenStudy (faiqraees):
|dw:1458232259162:dw|
SO gcf is ab^3
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