65-39X over 13 minus [ negative 2X] squared minus X [3X -4]

asked by guest
on Jan 19, 2025 at 11:40 am



You asked:

Evaluate the expression: \(65 - \frac{39 X}{13} - {\left( -\left( 2 X \right) \right)}^{2} - X \left(3 X - 4\right)\)

MathBot Answer:

Evaluated



\(\displaystyle 65 - \frac{39 X}{13} - {\left( -\left( 2 X \right) \right)}^{2} - X \left(3 X - 4\right) = - 4 X^{2} - X \left(3 X - 4\right) - 3 X + 65 \)

Expanded

\[65 - \frac{39 X}{13} - {\left( -\left( 2 X \right) \right)}^{2} - X \left(3 X - 4\right) = - 7 X^{2} + X + 65\]

Factored

\[65 - \frac{39 X}{13} - {\left( -\left( 2 X \right) \right)}^{2} - X \left(3 X - 4\right) = - 7 X^{2} + X + 65\]

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