Simplify 5A - 8C + B + 3c - 9a + 6B
To simplify the expression 5A - 8C + B + 3C - 9A + 6B, we can combine like terms.
Combining the terms that have the same variables:
5A - 9A = -4A
-8C + 3C = -5C
B + 6B = 7B
So the simplified expression is:
-4A - 5C + 7B.
To simplify the expression 5A - 8C + B + 3C - 9A + 6B, you can combine like terms by adding or subtracting the coefficients of similar variables.
First, let's group the variables with similar terms:
(5A - 9A) + (-8C + 3C) + (B + 6B)
Now, simplify each group:
(-4A) + (-5C) + (7B)
So, the simplified form of the expression 5A - 8C + B + 3C - 9A + 6B is -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 variable(s) raised to the same power(s). In this case, the terms with the variables A, C, and B are the like terms.
Let's group the like terms together:
Combining the terms with A:
5A - 9A
Combining the terms with C:
-8C + 3C
Combining the terms with B:
B + 6B
Now let's simplify each group individually:
For the terms with A:
5A - 9A = -4A
For the terms with C:
-8C + 3C = -5C
For the terms with B:
B + 6B = 7B
Now we can put these simplified terms back together:
-4A - 5C + 7B
So, the simplified expression is -4A - 5C + 7B.