Can someone plz solve this
2a+3b-c+(a-b-c)-(2a-4b+3c)
Sure! To solve the expression 2a + 3b - c + (a - b - c) - (2a - 4b + 3c), we'll simplify it step by step.
First, let's remove the parentheses using the distributive property. We'll distribute the positive sign to (a - b - c) and the negative sign to (2a - 4b + 3c):
2a + 3b - c + a - b - c - 2a + 4b - 3c
Next, let's combine like terms. Group the "a" terms, the "b" terms, and the "c" terms:
(2a - 2a) + (a) + (3b + 4b - b) + (-c - c - 3c)
Simplifying further:
0a + a + 6b - 5c
Finally, we can simplify further by combining like terms:
a + 6b - 5c
So, the simplified expression is a + 6b - 5c.