Expand -5/6(9b - 12).
To expand -5/6(9b - 12), we distribute the -5/6 to both terms inside the parentheses:
(-5/6) * 9b + (-5/6) * (-12)
Simplifying each multiplication:
-45b/6 + 60/6
Since -45b can be simplified to -15b and 60 can be simplified to 10:
-15b/2 + 10
To expand the expression -5/6(9b - 12), follow these steps:
1. Distribute the -5/6 to each term inside the parentheses:
-5/6 * 9b = (-5/6)(9b) = -45/6b = -15/2b
-5/6 * -12 = (-5/6)(-12) = 60/6 = 10
2. Combine the two terms to get the expanded expression:
-15/2b + 10
Therefore, the expanded expression is -15/2b + 10.
To expand the expression -5/6(9b - 12), we can distribute the -5/6 to both terms inside the parentheses.
First, let's distribute -5/6 to the first term, which is 9b:
-5/6 * 9b = -45b/6 = -15b/2
Next, let's distribute -5/6 to the second term, which is -12:
-5/6 * -12 = 60/6 = 10
Combining both results, the expanded expression becomes:
-15b/2 + 10
So, the expanded form of -5/6(9b - 12) is -15b/2 + 10.