(a) The voltage labelled on a certain type of battery is 1.5 volts. A random sample of 50 batteries is selected and its mean is 1.53 volts. Assuming that the voltage of the batteries is normally...


(a) The voltage labelled on a certain type of battery is 1.5 volts. A random sample of 50<br>batteries is selected and its mean is 1.53 volts. Assuming that the voltage of the batteries<br>is normally distributed with standard deviation 0.112 volts, test, at 1% significance<br>level, whether the mean voltage of the batteries has not changed.<br>i. State the null hypothesis and alternative hypothesis to be tested.<br>ii. Conduct a statistical test on the hypotheses.<br>i1.<br>State your conclusion.<br>(b) State three (3) graphs that are suitable to represent quantitative data.<br>

Extracted text: (a) The voltage labelled on a certain type of battery is 1.5 volts. A random sample of 50 batteries is selected and its mean is 1.53 volts. Assuming that the voltage of the batteries is normally distributed with standard deviation 0.112 volts, test, at 1% significance level, whether the mean voltage of the batteries has not changed. i. State the null hypothesis and alternative hypothesis to be tested. ii. Conduct a statistical test on the hypotheses. i1. State your conclusion. (b) State three (3) graphs that are suitable to represent quantitative data.

Jun 10, 2022
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