[tex]\begin{gathered} -4\mleft(2x-3\mright)>5x-14 \\ -8x+12>5x-14 \\ -8x+12-12>5x-14-12 \\ -8x>5x-26 \\ -8x-5x>5x-26-5x \\ -13x>-26 \\ \mleft(-13x\mright)\mleft(-1\mright)<\mleft(-26\mright)\mleft(-1\mright) \\ 13x<26 \\ \frac{13x}{13}<\frac{26}{13} \\ x<2 \end{gathered}[/tex]
answer is D
