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Suppose you have selected a random sample of $\newline$$n=14$ measurements from a normal distribution. Compare the standard normal $\newline$$z$ values with the corresponding $\newline$$t$ values if you were forming the following confidence intervals.$\newline$$(a)$ $98\%$ confidence interval $\newline$$[z=2.33],[t=2.6503]:$$\newline$$(b)$ $\newline$$99\%$ confidence interval$\newline$${:[z=2.576],[t=\square]:}$$\newline$$(c)$ $\newline$$z$$0$ confidence interval$\newline$$z$$1$