2k(3k-4n)+n(3k-8n)
You asked:
Evaluate the expression: \(2 \cdot k \cdot \left(3 k - 4 n\right) + n \cdot \left(3 k - 8 n\right)\)
MathBot Answer:
Evaluated
\(\displaystyle 2 \cdot k \cdot \left(3 k - 4 n\right) + n \cdot \left(3 k - 8 n\right) = 2 k \left(3 k - 4 n\right) + n \left(3 k - 8 n\right) \)
Expanded
\[2 \cdot k \cdot \left(3 k - 4 n\right) + n \cdot \left(3 k - 8 n\right) = 6 k^{2} - 5 k n - 8 n^{2}\]
Factored
\[2 \cdot k \cdot \left(3 k - 4 n\right) + n \cdot \left(3 k - 8 n\right) = 6 k^{2} - 5 k n - 8 n^{2}\]