The elasticity of a polymer is affected by the concentration of a reactant. Two random samples of size 16 are taken. When low concentration is used, the true mean elasticity is 55 and a standard...


The elasticity of a polymer is affected by the concentration of a reactant. Two random<br>samples of size 16 are taken. When low concentration is used, the true mean elasticity<br>is 55 and a standard deviation of elasticity is 4. Meanwhile, when high concentration<br>is used the mean elasticity is 60 and a standard deviation of elasticity is 4.<br>(a) Define the sampling distribution of (XHigh– XLow)<br>(b) Find the probability that (XHigh– XLow) 2 2.<br>Choose the correct answer from drag-drop options.<br>ANSWER<br>(a) The sampling distribution is<br>(b) P (XHigh- XLow)> 2 then the answer is<br>

Extracted text: The elasticity of a polymer is affected by the concentration of a reactant. Two random samples of size 16 are taken. When low concentration is used, the true mean elasticity is 55 and a standard deviation of elasticity is 4. Meanwhile, when high concentration is used the mean elasticity is 60 and a standard deviation of elasticity is 4. (a) Define the sampling distribution of (XHigh– XLow) (b) Find the probability that (XHigh– XLow) 2 2. Choose the correct answer from drag-drop options. ANSWER (a) The sampling distribution is (b) P (XHigh- XLow)> 2 then the answer is

Jun 09, 2022
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