Let \X_{1},X_(2).....X_(49)) be a random sample of size 49 from a normal population having a mean of \mu and a variance

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Let \X_{1},X_(2).....X_(49)) be a random sample of size 49 from a normal population having a mean of \mu and a variance

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Let X 1 X 2 X 49 Be A Random Sample Of Size 49 From A Normal Population Having A Mean Of Mu And A Variance 1
Let X 1 X 2 X 49 Be A Random Sample Of Size 49 From A Normal Population Having A Mean Of Mu And A Variance 1 (15.95 KiB) Viewed 19 times
Let \X_{1},X_(2).....X_(49)) be a random sample of size 49 from a normal population having a mean of \mu and a variance equal to 5. You want to test: H_(0):\mu-4 versus H_(1):\mulneq4. Suppose the critical value equals 4\pm1.4. What is the significant level? 0.05 0.01 0.025 0.1 0000
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