MCQ
The range of $f(x) = \cos 2x - \sin 2x$ contains the set
- A$[2, 4]$
- ✓$[-1, 1]$
- C$[-2, 2]$
- D$[-4, 4]$
$\therefore \,\, - \sqrt 2 \le f(x) \le \sqrt 2 $ and $[ - 1,\,\,1]\, \subset \,[ - \sqrt 2 ,\sqrt 2 ]$.
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Which of the following statements is/are $TRUE$ ?
$(A)$ No $a$ satisfies the above equation
$(B)$ An integer $a$ satisfies the above equation
$(C)$ An irrational number $a$ satisfies the above equation
$(D)$ More than one $a$ satisfy the above equation