To factor the expression 1/4x +15/4 completely, we can find the greatest common factor (GCF) of the two terms and then divide them both by that factor.
The GCF of 1/4x and 15/4 is 1/4. Dividing both terms by 1/4 gives:
(1/4x) / (1/4) + (15/4) / (1/4) = x + 15
So the expression is factored completely as x + 15.
Factor the expression completely 1/4x +15/4
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