Why range of arcsin x is only defined between [ /2 , /2 ]?
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sorry i can't understand ur questions.
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Step-by-step explanation:
Since sin x is strictly increasing on [- pi/ 2 , pi / 2], then the inverse of sin x is defined as arcsin x and its range is the domain of sin x which is [- pi/ 2 , pi / 2]. But we can even define the inverse of sin x on Any other interval where sin x is either strictly decreasing or increasing and it is not that difficult.
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