Smallest sample size required to ensure
Suppose that 97% of Monarch butterflies migrate to Mexico in winter. What is the smallest sample size required to ensure that the sample proportion p^^\^ is normally distributed?
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A spring is hanging vertically from a ceiling. (Assume the spring's mass is negligible.) I hang a 0.5kg mass on the spring and let the spring slowly stretch to an equilibrium position. Then the spring's potential energy is 4J. What will its potent
If you purchased 2.81 \mu Ci of sulfur-35, how many disintegrations per second does the sample undergo when it is brand new? Express your answer numerically in disintegrations per second.
Given that z is a standard normal random variable, compute the following probabilities (to 4 decimals).
Taking the average specific heat of the human body to be 3.6 kJ/kg-oC, determine the drop in the average body temperature of this person under the influence of this cold water.
A retail establishment accepts either the American credit card or Visa credit card. A total of 30% of its customers carry an American Express card, 80% carry a VISA card, and 20% carry both.
However, the owner is concerned his staff isn't following this rule. To make sure they are, the owner decides to count the number of pieces of salmon on the next 40 pizzas and finds the average amount of salmon to be 11 pieces.
Find the solubility of argon in liquid ammonia at 20°C and 200 bars pressure. Using, rault's law and Antoine's equation e.g Also find the solubility of hydrogen and nitrogen in ammonia given the same surroundings.
The spring constant is such that to compress the spring 100 cm a force of 360 kN is needed. At the end, the pressure in the cylinder is 7 MPa. Obtain: a) final state properties. b) the work done for this process.
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