MCQ
The function $\sin x - bx + c$ will be increasing in the interval $( - \infty ,\,\,\infty )$, if
- A$b \le 1$
- B$b \le 0$
- ✓$b < - 1$
- D$b \ge 0$
$\therefore f'(x) = \cos x - b > 0$ or $\cos x > b$ or $b < - 1$.
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