Answer:
-1.2wt + 3t
Explanation:
Expanding the expression t(-1.2w + 3) gives:
t(-1.2w + 3) = -1.2wt + 3t
We can distribute the t to each term inside the parentheses, which gives us:
t(-1.2w + 3) = (-1.2w)(t) + (3)(t)
Simplifying further, we have:
t(-1.2w + 3) = -1.2wt + 3t
t(-1.2w + 3) = -1.2wt + 3t
Therefore, the expanded form of the expression t(-1.2w + 3) is -1.2wt + 3t.