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Find the value of t which satisfies (t-[|sinx|]!=3!5! Where [.] denotes the greatest integer function. |
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Answer» Solution :(t-[|sin x |])!=3! 5! 7! If `x=n pi+(pi)/(2) (n in I)` then `(t-1)!=(3xx2)XX(5xx4xx3xx2)xx7!` or` (t-1)!=10xx9xx8xx7!=10!` or t-1=10 or t=11 If `x NE n pi+(pi)/(2) (n in I)`, then (t-0)!=10! Or t=10 |
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