I need help on this problem I don't understand how to factor this a^2-6a+8

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I need help on this problem I don't understand how to factor this a^2-6a+8

Algebra
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is it factoring?
(a-4) (a-2)
yes its factoring I see the a^2 and the 8 but where is the 6a?

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Carolinejean are you still there?
dude thats the answer.
think of if this way ... the format of a quadratic is \[ax^2+bx+c=0\] right ? to factor, think of what 2 numbers multiply to make up c or in this case +8, and at the same time add to b or in this case -6 ... \[-2*-4=8\] and \[-2 + -4 =-6\]... so we write \[(x-2)(x-3)=0\] and to solve, since it is a multiplication of 2 terms, then we should have 2 cases where this is valid :\[(x-2)=0 ==> x=2\] or \[(x-3)=0 ==> x=3\] voila!

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