Expand -4 (6a - 5)
To expand -4(6a - 5), we distribute the -4 to every term inside of the parentheses:
-4(6a - 5) = -4(6a) - 4(-5)
Now, we can simplify each term:
-4(6a) = -24a
-4(-5) = 20
Putting them together, we have:
-4(6a - 5) = -24a + 20
What’s the answer?
The expanded form of -4(6a - 5) is -24a + 20.
To expand the expression -4(6a - 5), we need to distribute the -4 to each term inside the parentheses.
First, distribute -4 to the first term, which is 6a:
-4 * 6a = -24a
Next, distribute -4 to the second term, which is -5:
-4 * -5 = 20
Combine the results of the distribution to get the expanded expression:
-4 (6a - 5) = -24a + 20