QUESTION IMAGE
Question
te all answers in standard form.
- $(4n - 6) - (3n + 2)$
- $(9c - 2) + (1 - c)$
- $(v^2 + 7v - 5) - (6v^2 + 4v - 5)$
- $(4k^2 + 5 - 4k) - (9k - 2 - 5k^2)$
- $(r^2 - r + 1) + (-3 + 2r + 6r^2)$
- find the difference of $5k^2 - 7k + 6$ and $3k - 4k^2 + 1$.
- what is $8x + 11$ less than the product of $-2$ and $x - 7$.
Problem 8: \((4n - 6)-(3n + 2)\)
Step1: Remove parentheses
\(4n - 6 - 3n - 2\)
Step2: Combine like terms
\((4n - 3n)+(-6 - 2)=n - 8\)
Step1: Remove parentheses
\(9c - 2 + 1 - c\)
Step2: Combine like terms
\((9c - c)+(-2 + 1)=8c - 1\)
Step1: Remove parentheses
\(v^{2}+7v - 5 - 6v^{2}-4v + 5\)
Step2: Combine like terms
\((v^{2}-6v^{2})+(7v - 4v)+(-5 + 5)=-5v^{2}+3v\)
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\(n - 8\)