It appears that you might be referring to a situation in which Welch's t-test can be applied. Since it would be excruciating to write the required formulae here on answers.com let me refer you to the wikipedia page.
Independent measures design can introduce variability because different participants are used in each condition, which can lead to differences in individual characteristics affecting the results. This variability can make it harder to detect the true effect of the independent variable. Additionally, it often requires a larger sample size to achieve the same statistical power as a repeated measures design, which can increase costs and time for the study. Finally, the need for random assignment to groups is essential, and failure to do so can lead to confounding variables influencing the outcomes.
Between-group variance refers to the variability in data that is attributed to the differences between the means of distinct groups in an experiment or study. It measures how much the group means differ from the overall mean, indicating the impact of the independent variable on the dependent variable. A high between-group variance suggests that the groups are significantly different from each other, while a low variance indicates that the groups are similar. This concept is essential in statistical analyses, such as ANOVA, to assess the effectiveness of treatments or interventions across different groups.
The term you're looking for is "categorical independent variable." This type of independent variable consists of distinct categories or groups that allow researchers to compare differences in dependent variables across these categories. Examples include variables such as gender, treatment groups, or types of interventions, which help in analyzing how these classifications impact the outcome measures.
A t-test typically measures two variables: one categorical independent variable with two levels (groups) and one continuous dependent variable. It assesses whether there is a statistically significant difference in the means of the continuous variable between the two groups.
Its a statistic, they guess. A good guess, but they still do.
Independent measures design can introduce variability because different participants are used in each condition, which can lead to differences in individual characteristics affecting the results. This variability can make it harder to detect the true effect of the independent variable. Additionally, it often requires a larger sample size to achieve the same statistical power as a repeated measures design, which can increase costs and time for the study. Finally, the need for random assignment to groups is essential, and failure to do so can lead to confounding variables influencing the outcomes.
The primary strengths of the repeated measures design is that it makes an experiment more efficient and helps keep the variability low. This helps to keep the validity of the results higher, while still allowing for smaller than usual subject groups. twas on wikipedia so not so reliable
A strength of independent measures design is that it eliminates the risk of carryover effects, as each participant is only exposed to one condition, leading to cleaner data. However, a key weakness is that it requires a larger number of participants to achieve the same statistical power as repeated measures designs, which can increase costs and logistical challenges. Additionally, individual differences between groups can introduce variability that may confound the results.
Between-group variance refers to the variability in data that is attributed to the differences between the means of distinct groups in an experiment or study. It measures how much the group means differ from the overall mean, indicating the impact of the independent variable on the dependent variable. A high between-group variance suggests that the groups are significantly different from each other, while a low variance indicates that the groups are similar. This concept is essential in statistical analyses, such as ANOVA, to assess the effectiveness of treatments or interventions across different groups.
No. They are independent and do not live in groups.
The term you're looking for is "categorical independent variable." This type of independent variable consists of distinct categories or groups that allow researchers to compare differences in dependent variables across these categories. Examples include variables such as gender, treatment groups, or types of interventions, which help in analyzing how these classifications impact the outcome measures.
The ANOVA test means ANalysis of Varience and it is used to test for difference among group means. ---- That is the amount of variability between the means of the groups compared to the amount of variability among the individual scores of each group. Varience between groups versus varience within groups. Hope this helps...Natalie
for most of their life they are independent
No, they stick together in groups
A t-test typically measures two variables: one categorical independent variable with two levels (groups) and one continuous dependent variable. It assesses whether there is a statistically significant difference in the means of the continuous variable between the two groups.
They live in pods or groups and actually have a family structure.
Its a statistic, they guess. A good guess, but they still do.