Simplify 5A minus 8C plus B plus 3C minus 9A plus 6B
To simplify the expression 5A - 8C + B + 3C - 9A + 6B, let's group like terms:
(5A - 9A) + (B + 6B) + (-8C + 3C)
Simplifying each group of like terms:
-4A + 7B - 5C
To simplify the expression 5A - 8C + B + 3C - 9A + 6B, we can combine the like terms:
First, let's combine the "A" terms:
5A - 9A = -4A
Now, let's combine the "C" terms:
-8C + 3C = -5C
Next, let's combine the "B" terms:
B + 6B = 7B
Putting it all together, the simplified expression becomes:
-4A - 5C + 7B
To simplify the expression 5A - 8C + B + 3C - 9A + 6B, you need to combine like terms. Like terms are terms that have the same variables raised to the same powers. Let's group the like terms together:
First, let's combine the terms with the variable A:
5A - 9A = (5 - 9)A = -4A
Next, let's combine the terms with the variable C:
-8C + 3C = (-8 + 3)C = -5C
Lastly, let's combine the terms with the variable B:
B + 6B = (1 + 6)B = 7B
Now, we have simplified the expression to -4A - 5C + 7B.