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aleksandr82 [10.1K]
1 year ago
6

it has been found that 85.6% of all enrolled college and university students in the united states are undergraduates. a random s

ample of 489 enrolled college students in a particular state revealed that 438 of them were undergraduates. is there sufficient evidence to conclude that the proportion differs from the national percentage? use
Social Studies
1 answer:
yanalaym [24]1 year ago
3 0

We can predict the hypothesis about the population proportion by determining the null and alternative hypotheses.

From the alternative hypothesis, you then determine the direction of the hypothesis test; which can be one-tailed or two-tailed.

For H0 , p=85.6% (The percentage of all undergraduate students enrolled in college and university in the United States is 85.6%).

Population proportion of success p=0.856.

A random sample of 489 enrolled college students in a particular state revealed that 438 of them were ungraduates.so,

Sample size n= 489

Number of success in the sample x = 438

sample proportion p= x/n = 438 / 489 = 0.895

Population proportion of failure q=1−p = 1- 0.895 = 0.105

putting all these values we can predict the proportion differs from the national percentage.

To know more about Calculating National percentage please visit:

brainly.com/question/17002534

#SPJ4

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