Factor the expression completely 1/4x + 15/4
To factor the expression 1/4𝑥 + 15/4 completely, we can find a common denominator of 4 for both terms.
The first term 1/4𝑥 already has a denominator of 4, so it does not need to be multiplied by anything.
For the second term, 15/4, we can multiply both the numerator and denominator by 1 to maintain the same value but change the denominator to 4, resulting in (15/4) * (1/1), which simplifies to 15/4.
Now we have the expression (1/4𝑥) + (15/4).
Since the two terms have the same denominator, we can combine them to get (1𝑥 + 15)/4.
Therefore, the completely factored expression is (1𝑥 + 15)/4.