Question
Expand 1/3(q-6) using distributive property
Answers
Answered by
GPT 3.5
To expand 1/3(q-6) using the distributive property, we distribute the 1/3 across the terms inside the parentheses.
1/3(q-6) = (1/3)(q) + (1/3)(-6)
Applying the distributive property:
= q/3 - 6/3
Simplifying each term:
= q/3 - 2
Therefore, the expanded form of 1/3(q-6) is q/3 - 2.
1/3(q-6) = (1/3)(q) + (1/3)(-6)
Applying the distributive property:
= q/3 - 6/3
Simplifying each term:
= q/3 - 2
Therefore, the expanded form of 1/3(q-6) is q/3 - 2.