how user friendly is zoom on a scale of o 1 being not user friendly and 5 being extremely user friendly? 17 responses 52.9% 11.8% 35.3% QUALITATIVE DATA Choices Frequency Percentage 1 0% 2 0% 3 2...

construct a 5 step hypothesis and pls answer the type of test in this problem. thank uu

Extracted text: how user friendly is zoom on a scale of o 1 being not user friendly and 5 being extremely user friendly? 17 responses 52.9% 11.8% 35.3% QUALITATIVE DATA Choices Frequency Percentage 1 0% 2 0% 3 2 11.8% 4. 6. 35.3% 5 52.9% QUANTITATIVE DATA Overall Sample Mean 33.33 Standard Deviation 20.62 The table with the question of how user friendly is zoom on a scale of 1 to 5. 1 is being not user friendly and 5 being extremely user friendly. There are 5 choices and 17 respondents for the data. The no.1 in the choices has zero responses with 0%. The no.2 in the choices has 0 responses with the percentage of 0%. The no.3 in the choices has 2 responses with 11.8%. The no.4 in the choices has 6 responses with the percentage of 35.3%. And for the no.5 in the choices or being satisfied has 9 responses with the percentage of 52.9%. Therefore, the data shows that the no.5 in the choices has the highest percentage with 52.9% and the no.1 and 2 in the choices has the lowest percentage with 0%. The table indicates that zoom is a user friendly when it comes to online dasses.


Extracted text: Type of Test 0 Identify if the test is left-tailed, right-tailed or two-tailed Case O what case will your hypothesis test fall? Is it z-test for one population mean? (Case 2 of means from hypothesis testing involving one population mean and proportion) Is it t-test for one population mean? (Case 3 of means from hypothesis testing involving one population mean and proportion) Is it z-test for one population proportion? (from hypothesis testing involving one population mean and proportion) Is it independent t-test for two population means? (from hypothesis testing involving two population mean and proportion, the one with Sp?) Is it paired t-test? (from hypothesis testing involving two population mean and proportion) Is it z-test for two population proportions? (from hypothesis testing involving two population mean and proportion)