Inis q What do we mean by data at the nominal, ordinal, interval, and ratio levels of measurement? Choose the correct description of the nominal level of measurement below. O A. The nominal level of measurement applies to quantitative data for which both intervals and ratios are meaningful. Data at this level have a true zero point. O B. The nominal level of measurement is characterized by data that consist of names, labels, or categories only. The data are qualitative and cannot be ranked or ordered O C. The nominal level of measurement applies to qualitative data that can be arranged in some order (such as low to high). It generally does not make sense to do computations with data at the nominal level of measurement. O D. The nominal level of measurement applies to quantitative data for which intervals are meaningful, but ratios are not. Data at this level have an arbitrary zero point. Choose the correct description of the ordinal level of measurement below. O A. The ordinal level of measurement applies to quantitative data for which both intervals and ratios are meaningful. Data at this level have a true zero point. O B. The ordinal level of measurement applies to quantitative data for which intervals are meaningful, but ratios are not. Data at this level have an arbitrary zero point. O C. The ordinal level of measurement is characterized by data that consist of names, labels, or categories only The data are qualitative and cannot be ranked or ordered. O D. The ordinal level of measurement applies to qualitative data that can be arranged in some order (such as low to high). It generally does not make sense to do computations with data at the ordinal level of measurement Choose the correct description of the interval level of measurement below. O A. The interval level of measurement applies to qualitative data that can be arranged in some order (such as low to high). It generally does not make sense to do computations with data at the interval level of measurement O B. The interval level of measurement applies to quantitative data for which both intervals and ratios are meaningful. Data at this level have a true zero point O C. The interval level of measurement applies to quantitative data for which intervals are meaningful, but ratios are not Data at this level have an arbitrary zero point. O D. The interval level of measurement is characterized by data that consist of names, labels, or categories only The data are qualitative and cannot be ranked or ordered