Estimate average rate of change of given time
Consider the distance from home in miles of a person after t hours on the straight path e provided by s(t)=√98t. Estimate average rate of change of s from t1=1/4 to t2 =14/4 to nearest tenth and interpret the result.
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Suggest a hypothetical two-way layout with three factors (A, B, C) each at two levels (I, II). Is it possible for there to be interactions but no main effects?
Find equivalent annual nominal rate and if the company wants to have $1, 000, 000 in this account after eight years, what equal deposit must be made each month?
The tensile strength of a fiber employed in manufacturing cloth is of interest to purchaser. Previous experience points out that the standard deviation of tensile strength is 2 psi.
The population of the city is estimated by P(t)=5,000e0.012t, where t is number of years after 1980. How fast was population growing in 2002?
Consider the distance from home in miles of a person after t hours on the straight path e provided by s(t)=√98t.
A random sample of 10 containers is chosen, and the contents (oz) are as follows: 12.03, 12.01, 12.04, 12.02, 12.05, 11.98, 11.96, 12.02, 12.05, and 11.99. Does the assumption of normality seem appropriate for the fill volume data?
If true mean fill volume is 12.05 oz, approximately how many samples would be needed to reject the null hypothesis with probability of at least 0.90?
Find amount of each food dietitian must include in meal to meet vitamin and calcium needs. (Let x, y, and z denote number of ounces of Food I, Food II, and Food III, respectively.
Suggest the null hypothesis H0 : µ = 20 and two-sided alternative hypothesis H1 : µ ? 20. Give the t-test of this set of hypotheses based upon Y1,..., Y40 and a= 0.05. In the context of hypothesis test presented provide clear, explicit
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