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A representative sample of 40 recent graduates has the following sample statistics for student debt after graduating college: Mean $27,500 Standard Deviation $9,120 Sample Size 40 A researcher wants to use this sample of data to find out whether there is any evidence that mean student debt after graduating college is different to the $25,210 All conditions for inference are met, and so do not need to be checked. Significance is 5%. You will be provided with an incomplete hypothesis test computation, that includes the correct hypotheses statement. What is the sample's test statistic? Incomplete Hypothesis Test Computation 1. Hypotheses Ho : / = 25, 210 HA : A # 25, 210 . The hypothesized mean is the number in the null: Hypothesized mean Ho = 25,210, There is a # in the alternative hypothesis, showing that this is a two tailed test. 2. Significance - 10% 3. Appropriately compute p-value Test name: one sample t-test Conditions check: text states all conditions are OK Compute Test Statistic Reminder - from the sample . Mean $27,500 Standard Deviation $9,120 Sample Size 40 Reminder - from the number in the null hypothesis . Hypothesized mean, /o is 25,210 Use this information to produce a test statistic for this sample of data using this formula: test statistic, taj or t = Enter your answer to four decimal places below