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$\begingroup$ @StudentT While the test is supposed to be used on data drawn from a normal distribution, that doesn't stop people applying it to observations that are discrete values, such as exam marks or sums of Likert-scale items or IQs, for example. The question was not about what is assumed when deriving the distribution of the statistic, but what it might mean when a p-value of 1 happened ...
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Learn how to write 1.0000 in scientific notation with one step and one power of 10. See the solution, steps and explanation on Tiger Algebra website.
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Product Specs. UM (Unit of Measure) - Imperial; R (Radius) - 0.1250; DCONms (Connection Diameter) - 0.7500; DC (Cut Diameter) - 1.0000; LS (Length of Shank) - 2.2500
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In figures, the digits in 1.0000 thousand are separated with commas and written as 1,000. How to write 1.0000 thousand in scientific notation? Then you may see that the 1.0000 thousand in numbers takes more space but if we write that down in scientific notation then it will look like this : 1 × 10 3 How many zeros does 1.0000 thousand have?