Combine the constant terms, separately from the rest, and then combine the "v" terms, separately from the rest:
-6/5 + 4/15 - (2/3)v + (1/3)v
The LCD of the first 2 terms is 15, so we have -18/15 + 4/15, or -14/15.
The LCD of the last 2 terms is also 15, so we have -(10/15)v + (5/15)v, or (-5/15)v.
The final result is (1/15)(-14 - 5v), or
14+5v
- -------------
15
Answer:
=5x^2+4x−5
Step-by-step explanation:
Let's simplify step-by-step.
3x2−5x+1+2x2+9x−6
=3x2+−5x+1+2x2+9x+−6
Combine Like Terms:
=3x2+−5x+1+2x2+9x+−6
=(3x2+2x2)+(−5x+9x)+(1+−6)
=5x2+4x+−5
Yes.
For inequality equation, you only flip the sign when you divide a negative number into both sides, here you will divide 4 on each side, so you won't flip the sign.
The answer to the question
