(-6^2 + 2v + 4) - (6v^2 + 4)=
Is the solution: 12v^2 + 2v?
the first term.. is that (-6^v2 + 2v + 4)??
if it is, then, you almost got the correct answer---you just forgot to put a negative sign before 12v^2 :)
Yes!, Thank you. It is (-6v^2 + 2v +4)
Thank you for reminding me of the - sign.
To solve the given equation (-6^2 + 2v + 4) - (6v^2 + 4), you need to follow the order of operations, which is also known as PEMDAS (Parentheses, Exponents, Multiplication and Division, and Addition and Subtraction).
First, let's simplify within the parentheses:
(-6^2 + 2v + 4) - (6v^2 + 4)
= (-36 + 2v + 4) - (6v^2 + 4)
= (-36 + 2v + 4) - 6v^2 - 4
= -36 + 2v + 4 - 6v^2 - 4
= -36 + 2v + (-6v^2)
Next, combine like terms:
-36 + 2v + (-6v^2)
= -6v^2 + 2v - 36
Hence, the simplified form of the given expression is -6v^2 + 2v - 36.
Therefore, the solution is not 12v^2 + 2v.